<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>MATLAB'da Yeniden Şekillendirme – Matlab'da Ödev Yaptırma Fiyatları – Matlab Bitirme Tezi – Matlab Danışmanlık | Online (Parayla Ödev Yaptırma)</title>
	<atom:link href="https://odevcim.online/tag/matlabda-yeniden-sekillendirme-matlabda-odev-yaptirma-fiyatlari-matlab-bitirme-tezi-matlab-danismanlik/feed/" rel="self" type="application/rss+xml" />
	<link>https://odevcim.online</link>
	<description>Ödevcim&#039;le ödevleriniz bir adım önde ... - 7 / 24 hizmet vermekteyiz... @@@ Süreli, online, quiz türü sınavlarda yardımcı olmuyoruz. Teklif etmeyin. - İşleriniz Ankara&#039;da Billgatesweb şirketi güvencesiyle yapılmaktadır. 0 (312) 276 75 93 --- @ İletişim İçin Mail Gönderin bestessayhomework@gmail.com @ Ödev Hazırlama, Proje Hazırlama, Makale Hazırlama, Tez Hazırlama, Essay Hazırlama, Çeviri Hazırlama, Analiz Hazırlama, Sunum Hazırlama, Rapor Hazırlama, Çizim Hazırlama, Video Hazırlama, Reaction Paper Hazırlama, Review Paper Hazırlama, Proposal Hazırlama, Öneri Formu Hazırlama, Kod Hazırlama, Akademik Danışmanlık, Akademik Danışmanlık Merkezi, Ödev Danışmanlık, Proje Danışmanlık, Makale Danışmanlık, Tez Danışmanlık, Essay Danışmanlık, Çeviri Danışmanlık, Analiz Danışmanlık, Sunum Danışmanlık, Rapor Danışmanlık, Çizim Danışmanlık, Video Danışmanlık, Reaction Paper Danışmanlık, Review Paper Danışmanlık, Proposal Danışmanlık, Öneri Formu Danışmanlık, Kod Danışmanlık, Formasyon Danışmanlık, Tez Danışmanlık Ücreti, Ödev Yapımı, Proje Yapımı, Makale Yapımı, Tez Yapımı, Essay Yapımı, Essay Yazdırma, Essay Hazırlatma, Essay Hazırlama, Ödev Danışmanlığı, Ödev Yaptırma, Tez Yazdırma, Tez Merkezleri, İzmir Tez Merkezi, Ücretli Tez Danışmanlığı, Akademik Danışmanlık Muğla, Educase Danışmanlık, Proje Tez Danışmanlık, Tez Projesi Hazırlama, Tez Destek, İktisat ödev YAPTIRMA, Üniversite ödev yaptırma, Matlab ödev yaptırma, Parayla matlab ödevi yaptırma, Mühendislik ödev yaptırma, Makale YAZDIRMA siteleri, Parayla makale YAZDIRMA, Seo makale fiyatları, Sayfa başı yazı yazma ücreti, İngilizce makale yazdırma, Akademik makale YAZDIRMA, Makale Fiyatları 2022, Makale yazma, İşletme Ödev Yaptırma, Blog Yazdırma, Blog Yazdırmak İstiyorum </description>
	<lastBuildDate>Mon, 13 Jul 2020 08:15:16 +0000</lastBuildDate>
	<language>tr</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	

<image>
	<url>https://odevcim.online/wp-content/uploads/2019/06/cropped-odevcim.online-ana-resim-32x32.jpg</url>
	<title>MATLAB'da Yeniden Şekillendirme – Matlab'da Ödev Yaptırma Fiyatları – Matlab Bitirme Tezi – Matlab Danışmanlık | Online (Parayla Ödev Yaptırma)</title>
	<link>https://odevcim.online</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>MATLAB&#8217;da Yeniden Şekillendirme – Matlab&#8217;da Ödev Yaptırma Fiyatları – Matlab Bitirme Tezi – Matlab Danışmanlık</title>
		<link>https://odevcim.online/matlabda-yeniden-sekillendirme-matlabda-odev-yaptirma-fiyatlari-matlab-bitirme-tezi-matlab-danismanlik/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=matlabda-yeniden-sekillendirme-matlabda-odev-yaptirma-fiyatlari-matlab-bitirme-tezi-matlab-danismanlik</link>
					<comments>https://odevcim.online/matlabda-yeniden-sekillendirme-matlabda-odev-yaptirma-fiyatlari-matlab-bitirme-tezi-matlab-danismanlik/#respond</comments>
		
		<dc:creator><![CDATA[odevcimonline]]></dc:creator>
		<pubDate>Mon, 13 Jul 2020 08:15:16 +0000</pubDate>
				<category><![CDATA[MATLAB Yeniden Şekillendirme İşlevi Şeması]]></category>
		<category><![CDATA[MATLAB'da Yeniden Şekillendirme – Matlab'da Ödev Yaptırma Fiyatları – Matlab Bitirme Tezi – Matlab Danışmanlık]]></category>
		<category><![CDATA[Matlab'da Yeniden Şekillendirme İşlevinin Çalışması]]></category>
		<category><![CDATA[Matlab'da Yeniden Şekillendirmeye Giriş]]></category>
		<category><![CDATA[Ödevcim Online]]></category>
		<guid isPermaLink="false">https://odevcim.online/?p=4361</guid>

					<description><![CDATA[<p>&#160; Ödevcim Online, parayla matlab ödevi yaptırma, matlab ödev örnekleri, matlab hazır ödev, ödev yaptırma fiyatları, mühendislik ödev yaptırma aramalarınızın sonucu olarak burada. Tüm bölümlerde matlab ödev yaptırma veya matlab danışmanlık talepleriniz için akademikodevcim@gmail.com mail adresinden bize ulaşabilir veya sayfanın en altındaki formu doldurup size ulaşmamızı bekleyebilirsiniz. Matlab&#8217;da Yeniden Şekillendirmeye Giriş MATLAB’ın temelleri, MATLAB yazılımının&#8230; <br /> <a class="button small blue" href="https://odevcim.online/matlabda-yeniden-sekillendirme-matlabda-odev-yaptirma-fiyatlari-matlab-bitirme-tezi-matlab-danismanlik/">Devamı</a></p>
<p>The post <a href="https://odevcim.online/matlabda-yeniden-sekillendirme-matlabda-odev-yaptirma-fiyatlari-matlab-bitirme-tezi-matlab-danismanlik/">MATLAB’da Yeniden Şekillendirme – Matlab’da Ödev Yaptırma Fiyatları – Matlab Bitirme Tezi – Matlab Danışmanlık</a> first appeared on <a href="https://odevcim.online">Online (Parayla Ödev Yaptırma)</a>.</p>]]></description>
										<content:encoded><![CDATA[<hr />
<p>&nbsp;</p>
<p style="text-align: left;"><strong><span style="color: #800080;">Ödevcim Online, <span style="color: #0000ff;">parayla matlab ödevi yaptırma, matlab ödev örnekleri, matlab hazır ödev, ödev yaptırma fiyatları, mühendislik ödev yaptırma</span> aramalarınızın sonucu olarak burada. Tüm bölümlerde matlab ödev yaptırma veya matlab danışmanlık talepleriniz için <span style="color: #000000;">akademikodevcim@gmail.com</span> mail adresinden bize ulaşabilir veya sayfanın en altındaki formu doldurup size ulaşmamızı bekleyebilirsiniz.</span></strong></p>
<hr />
<h2 style="text-align: center;"><span style="font-family: 'times new roman', times, serif;"><strong><span style="color: #cc99ff;">Matlab&#8217;da Yeniden Şekillendirmeye Giriş</span></strong></span></h2>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;"><strong>MATLAB’ın temelleri, MATLAB yazılımının arayüzü ve MATLAB’ın temel işlemleri, yardım ve dokümantasyon özellikleri ile ilgili konular ve Matlab’ın  alt alanıyla ilgili bir çok yazıyı daha önce ele alınmıştık. Eğer ilgilendiğiniz bir alansa önceki yazılarımıza da göz atabilirsiniz.</strong></span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;"><strong>Bu yazımız, Matlab’da Yeniden Şekillendirme nedir, nasıl kullanılır gibi ayrıntılı bilgiler içererek  bir kılavuz ortaya koyar. Burada, Matlab’da Yeniden Şekillendirme’nin nasıl çalıştığını, örneklerle ve görsel ifadelerle ortaya koyduk ve tartıştık. Siz de Matlab’ın alt alanlarını ele aldığımız bu yazı dizimiz hakkında daha fazla bilgi edinmek için sonraki yazılarımıza da göz atabilirsiniz.</strong></span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Yeniden şekillendirme işlevi, diziye belirtilen sayıda satır ve sütun içeren yeni bir şekil vermek için kullanılır. Yeniden şekillendirilen dizi, orijinal dizi ile uyumlu olmalıdır. Dizideki çeşitli işlemleri yürütmek için Python ve Matlab&#8217;da kullanılır. Diziyi yeniden şekillendirdikten sonra, bellek ayırmayı buna göre ayarlar. Yeniden şekillendirme, dizinin boyutunu artırma veya azaltma şeklinde olabilir. Bu işlevler veri bilimi veya görüntü değişikliği gibi birçok alanda kullanılır.</span></p>
<h3 style="text-align: center;"><span style="font-family: 'times new roman', times, serif;"><strong><span style="color: #cc99ff;">Matlab&#8217;da Yeniden Şekillendirme İşlevinin Çalışması</span></strong></span></h3>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Bir boyutlu veya iki boyutlu diziler kullanılarak gerçekleştirilebilecek birçok işlem vardır. Matlab&#8217;daki yeniden şekillendirme işlevi, orijinal veya mevcut diziyi farklı boyutlara veya sıralara sahip farklı bir diziye değiştirmek için kullanılır.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Matlab&#8217;da kullanılan çeşitli sözdizimi vardır:</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">R = yeniden şekillendirme (X, boyut)</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Bu işlev, X olan orijinal matrisi &#8220;vektör&#8221; boyutunda tanımlanan boyutla R&#8217;ye yeniden şekillendirmek için kullanılır. Vektör içinde en az 2 eleman bulunmalıdır.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Örneğin, eğer yeniden şekillendirilirse (X, [1,3]): X&#8217;i 1&#8217;e 3 matrisine yeniden şekillendirir.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">R = yeniden şekillendirme (X, boyut 1, boyut 2…. Boyut n)</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Bu işlev, A&#8217;nın boyut1, boyut2&#8217;nin mevcut her boyutu gösterdiği belirtilen boyutta yeniden şekillendirilmesi için kullanılır. Boyutu, yeniden şekillendirilen dizide bulunan öğe sayısı giriş dizisindeki toplam öğe sayısıyla eşleşecek şekilde otomatik olarak hesaplayacak olan [] olarak belirtebiliriz. Giriş dizisi yani &#8216;X&#8217; vektör, matris veya çok boyutlu dizi olabilir ve desteklenen veri türleri tek, çift, int16, int8, int32, int64, birim8, uint16, birim32, birim64, karakter, karakter dizisi, mantıksaldır , tarih saat, süre. Ayrıca karmaşık sayıları da destekler.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Sonuçtaki dizinin boyutu bir tamsayılar vektörü ile belirtilmelidir ve boyut, elemanların sayısı orijinal diziyle aynı olacak şekilde olmalıdır. En az 2 boyut boyutu sağlamalıyız ve en fazla bir boyut varsa, bunlar [] olarak belirtilebilir. Çıktı veya sonuç vektör, matris, çok boyutlu dizi ve hücre dizisi olmalıdır. Yeniden şekillendirilen dizideki veri türleri ve öğe sayısı her zaman orijinal dizininkiyle aynı olmalıdır. Yeniden şekillendirilen dizi tarafından desteklenen veri türleri tek, çift, int16, int8, int32, int64, birim8, uint16, birim32, birim64, karakter, karakter, mantıksal, tarih saati, süredir. Matlab&#8217;da bulunan sembolik diziyi de yeniden şekillendirebiliriz.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Bunlar için farklı sözdizimleri vardır:</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">R = yeniden şekillendirme (X, y1, y2)</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Bu, X ile aynı sayıda öğeye sahip y1&#8217;e y2 matrisini döndürmek için kullanılır. Sonuçtaki matriste bulunan öğeler, verilen &#8220;X&#8221; dizisinden sütun bazında alınır.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">R = yeniden şekillendirme (X, y1, y2… yn)</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Bu, X ile eşit sayıda öğeye sahip y1 x… yn matrisini döndürmek için kullanılır. Ortaya çıkan matriste bulunan elemanlar, verilen &#8216;X&#8217; dizisinden sütun bazında alınır. Yukarıdaki sözdiziminde, girdi dizisi sembolik bir vektör, sembolik matris veya sembolik çok boyutlu dizi olabilen X&#8217;tir. y1 ve y2, virgülle ayrılan yeniden şekillendirilmiş matrisin boyutunu temsil eder ve öğe sayısı orijinal dizininkiyle aynı olmalıdır.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Örneğin, yeniden şekillendirme (X, 2,3) yeniden şekillendirilmiş diziyi 2&#8217;ye 3 matris olarak verir. Daha fazla boyut varsa, bunlar aynı şekilde temsil edilir.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Örneğin: yeniden şekillendirme (X, 2,3,3) 2 x 3 x 3 matrisi ile sonuçlanır.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Matlab&#8217;daki Yeniden Şekillendirme Örnekleri</span><br />
<span style="color: #000000; font-family: 'times new roman', times, serif;">Aşağıda Matlab&#8217;daki Yeniden Şekillendirme örnekleri verilmiştir:</span></p>
<p style="text-align: justify;"><span style="font-family: 'times new roman', times, serif;"><strong><span style="color: #0000ff;">Örnek 1</span></strong></span><br />
<span style="color: #000000; font-family: 'times new roman', times, serif;">11:20 vektörünü 2&#8217;ye 5 matrisine yeniden şekillendirmek için</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">X = 11:20;</span><br />
<span style="color: #000000; font-family: 'times new roman', times, serif;">R = yeniden şekillendirme (X, [2,5])</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Çıktı:</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;"><img fetchpriority="high" decoding="async" class=" wp-image-4363 aligncenter" src="https://odevcim.online/wp-content/uploads/2020/07/Reshape-Matlab-1.jpg" alt="" width="387" height="155" /></span></p>
<p style="text-align: justify;"><span style="font-family: 'times new roman', times, serif;"><strong><span style="color: #0000ff;">Örnek 2</span></strong></span><br />
<span style="color: #000000; font-family: 'times new roman', times, serif;">Matrisi, giriş bağımsız değişkenlerinde belirtilen sayıda sütunla yeniden şekillendirmek için.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">X = büyü (6)</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Çıktı:</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;"><img decoding="async" class=" wp-image-4364 aligncenter" src="https://odevcim.online/wp-content/uploads/2020/07/Reshape-matlab-2.jpg" alt="" width="369" height="215" /></span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Yukarıdaki matrisi, sütun sayısını 3 olarak belirterek yeniden şekillendirdikten sonra, satır sayısını otomatik olarak hesaplamak için toplam satır sayısı yerine [] verdik. Gerekli işlevi uyguladıktan sonra lütfen aşağıdaki matrisi bulun:</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">R = yeniden şekillendirme (X, [], 3)</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Çıktı:</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;"><img decoding="async" class="size-full wp-image-4365 aligncenter" src="https://odevcim.online/wp-content/uploads/2020/07/reshape-matlab-2.2.jpg" alt="" width="180" height="287" /></span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Yeniden şekillendirilmiş matris, 12 orijinal sıra X, yani 36 ile aynı sayıda elemanı olan 12 satır ve 3 sütundan oluşan 12 x 3 matristir.</span></p>
<p style="text-align: justify;"><span style="font-family: 'times new roman', times, serif;"><strong><span style="color: #0000ff;">Örnek 3</span></strong></span><br />
<span style="color: #000000; font-family: 'times new roman', times, serif;">Bir matrisi 3 x 4 matrise yeniden şekillendirmek.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">X = [1 2 4 7 6 1; 2 9 4 1 7 3];</span><br />
<span style="color: #000000; font-family: 'times new roman', times, serif;">R = yeniden şekillendirme (X, 3,4)</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Yukarıdaki matrisi 3&#8217;e 4 matrise yeniden şekillendirdikten sonra, istenen matrisi elde ederiz ve orijinal dizi ile aynı sayıda elemente sahiptir.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Çıktı:</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;"><img loading="lazy" decoding="async" class=" wp-image-4366 aligncenter" src="https://odevcim.online/wp-content/uploads/2020/07/reshape-matlab-2.2-1.jpg" alt="" width="233" height="372" /></span></p>
<p style="text-align: justify;"><span style="font-family: 'times new roman', times, serif;"><strong><span style="color: #0000ff;">Örnek 4 </span></strong></span><br />
<span style="color: #000000; font-family: 'times new roman', times, serif;">Çok boyutlu dizi ile yeniden şekillendirme işlevini kullanmak ve bunları 4&#8217;e 3 matrise dönüştürmek. Giriş dizisi, 2 x 3 x 2 boyutlarında çok boyutlu bir dizidir.</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">X = sıfırlar (2,3,2);</span><br />
<span style="color: #000000; font-family: 'times new roman', times, serif;">R = yeniden şekillendirme (X, 4,3)</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Çıktı:</span></p>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;"><img loading="lazy" decoding="async" class=" wp-image-4367 aligncenter" src="https://odevcim.online/wp-content/uploads/2020/07/use-function-with-multi-dimensional.jpg" alt="" width="229" height="216" /></span></p>
<div class="page" title="Page 1">
<div class="layoutArea">
<div class="column">
<h3 style="text-align: center;"><span style="font-family: 'times new roman', times, serif;"><strong><span style="color: #cc99ff;">MATLAB Yeniden Şekillendirme İşlevi Şeması</span></strong></span></h3>
<p><span style="font-family: 'times new roman', times, serif;">Yeniden şekillendirme işlevi n satır ve m sütun içeren yeni bir dizi döndürür (n * m, orijinal dizideki öğe sayısına eşit olmalıdır). Yeni dizi, orijinal ile aynı öğelere sahiptir.</span></p>
</div>
</div>
<div class="layoutArea">
<div class="column">
<p><span style="font-family: 'times new roman', times, serif;">B = yeniden biçimlendirme (A, n, m)</span></p>
</div>
</div>
<p><span style="font-family: 'times new roman', times, serif;"><img decoding="async" src="image/png;base64,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" alt="page1image3446434640" width="54.480000" height="42.840000" /> <img decoding="async" src="image/png;base64,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" alt="page1image3446434896" width="27.960000" height="36.480000" /> <img decoding="async" src="image/png;base64,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" alt="page1image3446435216" width="9.960000" height="42.060000" /> <img decoding="async" src="image/png;base64,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" alt="page1image3446435472" width="15.900000" height="42.240000" /></span></p>
<div class="layoutArea">
<div class="column">
<p>&nbsp;</p>
<p><span style="font-family: 'times new roman', times, serif;">Yeniden şekillendirme stratejisi: doğrusal gösterimi bulun ve yeniden şekillendirilen dizideki satır sayısına göre yeniden kesin.</span></p>
</div>
</div>
<div class="layoutArea">
<div class="column">
<p><span style="font-family: 'times new roman', times, serif;"><strong><span style="color: #0000ff;">Örnek 1:</span></strong> A dizisine yeniden şekillendirme uygulamak için farklı yollar</span></p>
<p><span style="font-family: 'times new roman', times, serif;">A = [1, 2, 3; 4, 5, 6];</span><br />
<span style="font-family: 'times new roman', times, serif;">B = yeniden şekillendirme (A, 3, 2);</span><br />
<span style="font-family: 'times new roman', times, serif;">C = yeniden şekillendirme (A, 2, 3); A = A(:) =</span></p>
<p><span style="font-family: 'times new roman', times, serif;">B = yeniden şekillendirme (A, 3, 2) C = yeniden şekillendirme (A, 2, 3)</span></p>
<p><span style="font-family: 'times new roman', times, serif;">B= C= yeniden kesme</span></p>
</div>
</div>
<p><span style="font-family: 'times new roman', times, serif;"><img decoding="async" src="image/png;base64,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" alt="page1image3446939088" width="33.000000" height="134.399994" /> <img decoding="async" src="image/png;base64,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" alt="page1image3446939360" width="105.660004" height="57.000000" /> <img decoding="async" src="image/png;base64,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" alt="page1image3446939632" width="33.000000" height="134.399994" /> <img decoding="async" src="image/png;base64,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" alt="page1image3446939904" width="33.000000" height="134.399994" /> <img decoding="async" src="image/png;base64,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" alt="page1image3446940176" width="69.660004" height="91.800003" /> <img decoding="async" src="image/png;base64,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" alt="page1image3446940448" width="105.660004" height="57.000000" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAACCAYAAAATri9mAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAN8wAADfMBL/09/gAAABdJREFUGBlj/M/A4MQwDAEj0GNANPwAAM3oA0LfVlZ+AAAAAElFTkSuQmCC" alt="page1image3446940720" width="54.000000" height="1.260000" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAPCAYAAACInr1QAAAAAXNSR0IArs4c6QAAAAlwSFlzAAALZgAAC2YBCT2N2QAAAMtJREFUSA3NlDEKwjAUhiPo4iKIm7dxEAePooPioogHcPYQ4gUU0XoDwVF3T6Gg3x8boRA69uXBl6Qvw/+RpnXOrrp20eXJD7aTlPsglqScxCZwj51cneYZrGpD8Asy6METfNUYZT6Et+9UOxyJU/4IxlCQ00YDrEtyhdeaipgOZg76IJp6SEWsjcsVppJSpSAWpGY/JefC5b/kgqFf1dwnqAUn2MIafOl3McjXVU8HAjuwhx38pViblq7QDRamFpFwiS0jffPWqszgCx9vJVnOtV4KAAAAAElFTkSuQmCC" alt="page1image3446941232" width="37.200000" height="14.460000" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAPCAYAAACInr1QAAAAAXNSR0IArs4c6QAAAAlwSFlzAAALZgAAC2YBCT2N2QAAAMtJREFUSA3NlDEKwjAUhiPo4iKIm7dxEAePooPioogHcPYQ4gUU0XoDwVF3T6Gg3x8boRA69uXBl6Qvw/+RpnXOrrp20eXJD7aTlPsglqScxCZwj51cneYZrGpD8Asy6METfNUYZT6Et+9UOxyJU/4IxlCQ00YDrEtyhdeaipgOZg76IJp6SEWsjcsVppJSpSAWpGY/JefC5b/kgqFf1dwnqAUn2MIafOl3McjXVU8HAjuwhx38pViblq7QDRamFpFwiS0jffPWqszgCx9vJVnOtV4KAAAAAElFTkSuQmCC" alt="page1image3446941488" width="37.200000" height="14.460000" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAACCAYAAAATri9mAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAN8wAADfMBL/09/gAAABdJREFUGBlj/M/A4MQwDAEj0GNANPwAAM3oA0LfVlZ+AAAAAElFTkSuQmCC" alt="page1image3446941744" width="54.000000" height="1.260000" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAACCAYAAAATri9mAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAN8wAADfMBL/09/gAAABdJREFUGBlj/M/A4MQwDAEj0GNANPwAAM3oA0LfVlZ+AAAAAElFTkSuQmCC" alt="page1image3446942000" width="54.000000" height="1.260000" /></span></p>
</div>
<div class="page" title="Page 2">
<div class="layoutArea">
<div class="column">
<p><span style="font-family: 'times new roman', times, serif;"><strong><span style="color: #0000ff;">Örnek 2:</span> </strong>A dizisine yeniden şekil vermenin iki yolu daha vardır.</span></p>
</div>
</div>
<p><span style="font-family: 'times new roman', times, serif;"><img decoding="async" src="image/png;base64,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" alt="page2image3446839088" width="33.000000" height="134.339996" /></span></p>
<div class="layoutArea">
<div class="column">
<pre><span style="font-family: 'times new roman', times, serif;">  A = [1, 2, 3; 4, 5, 6];
  B = yeniden şekillendirme (A, 6, 1);
  C = yeniden şekillendirme (A, 1, 6);
</span></pre>
<p><span style="font-family: 'times new roman', times, serif;">B = yeniden şekillendirme (A, 6, 1) B= yeniden kesme</span></p>
</div>
<div class="column">
<p><span style="font-family: 'times new roman', times, serif;">A =</span></p>
</div>
<div class="column">
<p><span style="font-family: 'times new roman', times, serif;">A(:) = C = yeniden şekillendirme (A, 1, 6)</span></p>
</div>
</div>
<p><span style="font-family: 'times new roman', times, serif;"><img decoding="async" src="image/png;base64,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" alt="page2image3443751264" width="105.600006" height="57.000000" /> <img decoding="async" src="image/png;base64,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" alt="page2image3443751600" width="33.000000" height="134.399994" /> <img decoding="async" src="image/png;base64,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" alt="page2image3443751872" width="33.000000" height="134.399994" /> <img decoding="async" src="image/png;base64,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" alt="page2image3443752144" width="33.000000" height="134.399994" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAACCAYAAAATri9mAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAN8wAADfMBL/09/gAAABdJREFUGBlj/M/A4MQwDAEj0GNANPwAAM3oA0LfVlZ+AAAAAElFTkSuQmCC" alt="page2image3443752416" width="54.000000" height="1.260000" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAACCAYAAAATri9mAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAN8wAADfMBL/09/gAAABdJREFUGBlj/M/A4MQwDAEj0GNANPwAAM3oA0LfVlZ+AAAAAElFTkSuQmCC" alt="page2image3443752736" width="54.000000" height="1.260000" /></span></p>
<div class="layoutArea">
<div class="column">
<p><span style="font-family: 'times new roman', times, serif;">C= yeniden kesme</span></p>
</div>
</div>
<p><span style="font-family: 'times new roman', times, serif;"><img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAPCAYAAACInr1QAAAAAXNSR0IArs4c6QAAAAlwSFlzAAALZgAAC2YBCT2N2QAAAMtJREFUSA3NlDEKwjAUhiPo4iKIm7dxEAePooPioogHcPYQ4gUU0XoDwVF3T6Gg3x8boRA69uXBl6Qvw/+RpnXOrrp20eXJD7aTlPsglqScxCZwj51cneYZrGpD8Asy6METfNUYZT6Et+9UOxyJU/4IxlCQ00YDrEtyhdeaipgOZg76IJp6SEWsjcsVppJSpSAWpGY/JefC5b/kgqFf1dwnqAUn2MIafOl3McjXVU8HAjuwhx38pViblq7QDRamFpFwiS0jffPWqszgCx9vJVnOtV4KAAAAAElFTkSuQmCC" alt="page2image3443754352" width="37.200000" height="14.460000" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACYAAAAPCAYAAACInr1QAAAAAXNSR0IArs4c6QAAAAlwSFlzAAALbAAAC2wBUklGNQAAAMxJREFUSA1jYBg4IDJwVuO3+SJQelA67j/QYTgdx4TfUzSV/QY0fQcQ7wVijJBjgUoAqQEB5UBbGYEY5DhnIH4DxGAAcpg1EPtDuHQl/0JtK4PSGI77Slfn4LasEyiFkuYGi8NATp4CdRzXQCZ+kEOQgQSQA0pn64EYlDEYBkOIgRx1HYgbgBgMQDkClAgPgHn0JX4ArfMGYpCj9gPxSiBuAGIwAOVKLyib3tQ6oIVYHUVvh6Db9wsogBJ96AoGig+qkhoGynJ89uJ1FAD3RiHrz+XxugAAAABJRU5ErkJggg==" alt="page2image3443754608" width="37.200000" height="14.400000" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAACCAYAAAATri9mAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAN8wAADfMBL/09/gAAABdJREFUGBlj/M/A4MQwDAEj0GNANPwAAM3oA0LfVlZ+AAAAAElFTkSuQmCC" alt="page2image3443754864" width="54.000000" height="1.260000" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAACCAYAAAATri9mAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAN8wAADfMBL/09/gAAABdJREFUGBlj/M/A4MQwDAEj0GNANPwAAM3oA0LfVlZ+AAAAAElFTkSuQmCC" alt="page2image3443755120" width="54.000000" height="1.260000" /> <img decoding="async" src="image/png;base64,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" alt="page2image3443755376" width="178.259994" height="27.000000" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAACCAYAAAATri9mAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAN8wAADfMBL/09/gAAABdJREFUGBlj/M/A4MQwDAEj0GNANPwAAM3oA0LfVlZ+AAAAAElFTkSuQmCC" alt="page2image3443732496" width="54.000000" height="1.260000" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAACCAYAAAATri9mAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAN8wAADfMBL/09/gAAABdJREFUGBlj/M/A4MQwDAEj0GNANPwAAM3oA0LfVlZ+AAAAAElFTkSuQmCC" alt="page2image3443733024" width="54.000000" height="1.260000" /></span></p>
<div class="layoutArea">
<div class="column">
<p><span style="font-family: 'times new roman', times, serif;"><strong><span style="color: #0000ff;">Örnek 3:</span></strong> Bir satır vektörünü yeniden şekillendirme</span></p>
</div>
</div>
<p><span style="font-family: 'times new roman', times, serif;"><img decoding="async" src="image/png;base64,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" alt="page2image3443736784" width="178.259994" height="27.000000" /></span></p>
<div class="layoutArea">
<div class="column">
<pre><span style="font-family: 'times new roman', times, serif;">A = [1, 2, 3, 4, 5, 6];
B = yeniden şekillendirme (A, 2, 3);
C = yeniden şekillendirme (A, 3, 2);
</span></pre>
</div>
</div>
<div class="layoutArea">
<div class="column">
<p><span style="font-family: 'times new roman', times, serif;">A=</span><br />
<span style="font-family: 'times new roman', times, serif;">B = yeniden şekillendirme (A, 2, 3) C = yeniden şekillendirme (A, 3, 2)</span></p>
</div>
</div>
<p><span style="font-family: 'times new roman', times, serif;"><img decoding="async" src="image/png;base64,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" alt="page2image3486225936" width="25.259995" height="130.800003" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAEYCAYAAAAXlAUvAAABYWlDQ1BrQ0dDb2xvclNwYWNlRGlzcGxheVAzAAAokWNgYFJJLCjIYWFgYMjNKykKcndSiIiMUmB/yMAOhLwMYgwKicnFBY4BAT5AJQwwGhV8u8bACKIv64LMOiU1tUm1XsDXYqbw1YuvRJsw1aMArpTU4mQg/QeIU5MLikoYGBhTgGzl8pICELsDyBYpAjoKyJ4DYqdD2BtA7CQI+whYTUiQM5B9A8hWSM5IBJrB+API1klCEk9HYkPtBQFul8zigpzESoUAYwKuJQOUpFaUgGjn/ILKosz0jBIFR2AopSp45iXr6SgYGRiaMzCAwhyi+nMgOCwZxc4gxJrvMzDY7v////9uhJjXfgaGjUCdXDsRYhoWDAyC3AwMJ3YWJBYlgoWYgZgpLY2B4dNyBgbeSAYG4QtAPdHFacZGYHlGHicGBtZ7//9/VmNgYJ/MwPB3wv//vxf9//93MVDzHQaGA3kAFSFl7jXH0fsAAAAJcEhZcwAAF7AAABewAa96vNwAACkKSURBVHgB7X15fBTHlf/rY+5L931LgBCHEBKnOH1gAwaMbRE7NrZxEryOc/yST7LJfjbZKOvNJtk4ceK1vcEOTmzHJobYxhhjEGAJEJeQQELoQNfo1mhmNDOa++ru32shYUkIEJoe2X9MfT4901e9et/3qqurXr96BRBKIQmEJBCSwFdZAhzHEdzeIqq4eA29priULuY4Mpj8BpX4GMaNbypbIG6Wo5lZInP0LHEdbEvaVcmJxtwj4AEtIK0bSPFaAqhX1B/6VFlx6FxBX0//t3RmVx6dQAFJSv7oU8BbmGnghowCnAgaMI4rJrvP7g4TJUc9ZDQMbv7wrXOp1X36dB0jU81fJAeJXBbu9zuCVr7ghIe0VPZL6tKpgXBG27ypvhyev1jTt+DE1V6o6x0AWh0Fc3wuYL1uhpRGsAIoZ0ISQgMjrN37wgfDkwuO/vbD/C6D6aELHbYFF1qtgICBQxb4AnE36EkwYMgscey3+epLR/95n90f+fPKXs3sqwMiEIXFwMx0PQzo9WCxe4MOaKQAQYChNkjdZ9+LBEf5pvMlFf9e0qZKt6jXux/71/W+TYWRIkPFAcne//srsf98G5hHSg7yvyDAALrDJHPvK1Ib4fvOi9UJ6vlbO0Vx8/5UkLekY3aa5yFVb/yD8RFKhQjbyOlKQ+8xlLiocudOUT4A/16ZxJYvyt+5S1TKcTTmRXYdPoqWtLKi8D0mZ8J/zFiy5Zdf/8nSd++ZKzsMrLGOYdxePzYTk20peJpcaTG9Mz9/Erxc45fnp7i09Lqihnc6H+2K7gM6jAKwMLcRKgUiqRMibCLO3mezW+JVZeFEtgUzHRneAErfB/gWwHaOiyRJkRyfP/JO2gtbz68j9Pr+lQMqu1Iqogi373Y8AUSJfCCWrOhEHk7wAIaB0W/TFAEEMbm6QhL8C1bM0STZ7QHYiHR4YIIlKSvOQDwvi0giCXmaFFMkSWJry+5HJoaADXepJCCmkdnrJHCHRMzEzXpcHLCMn2/CvWJsvQVDNEKIZjiWJbzM8Cti5PTIP428ikXI78gJ/CdpMSDXyM61NKwxD3j9DLA8iyggUhkL0Qse8vg9rhcHKv5aPnLztX/Mzj8vhB9Iinb4AdrHXg/8SCSRNVFicgeKTME/wePTiy/++GmV0/jQW795V1RuxZc93sD6vbyEr79PhoGNzorAxEoIS1vqT1mz7eTRir+WjL4K4AePpw6O7/nm0Db2mjBHROT3rEjp1M2offe7/7bIVvWPLSf++E/RaQQ2URqtzS+ucyz43XbC3KZVfXHyq7OHj7Z0wGonPOzN29mJgX11MEyZkxCwKYvuS8oY0tiXJPgpFxvS2JRF9yVlDGls6oInscuJvRncRnpHfIeV35TKqVO9Xc5ga8yDfRgP52c5P+4xwx0FL45CGJJzOxnbzbsOt+P8Ntcn6CveJsckL2PPn/LYyhMGDb3xjXXNVHO3FYejHDC0D7pbroBPGRMv7p0RtaaUGyxbiz1qgZOgwPhRb0llq+T375RAScmL6fG0/9mK49VF//ykQlHZ0gd27H6zbjs0lv4V+vWGR1VpyzmfTf8aQGwPxK6Dt0t+B8nqWGZNGnhwGBbQcEgwYJz2r1JLd+tSiZj9hoOj1du3/ypszoz4mY4Ba1RDi46wM8y1gRvLgNvUA4b6o9HGltNP+Eza+TjasMmVPrD0umBdpu9zI4jeRAXaAlGiYMBa/DYumuDsOPrsRJOFwmSychUXXec4jvG5caw3Wvw40gWfpRP5JkTA+nBwKCJ408k1eyNpiMJHMBBQfF7BgGW9a/LBalGjiIbXSYKk/HyDwbcYQ8PSCdjEgSEmvqFEQwvWO5oAluWH9xSvKTd/MZAkGDCiuJgHYR/e7pAnN7ib3oMfPIDbHea82e3Bbu5vVm7Qz4eABV3EAhcQ0pjAAg06uZDGgi5igQsIaUxggQadXEhjQRexwAWENCawQINOLqSxoItY4AJCGhNYoEEnF9JY0EUscAFB0xjvNFaKbrLFRUMuCrybwpitqHivmPekuebZIzAqJCeYMWeEteLiYhRWMRx8PV/qMfdlaXvCk1VyM2FzjtyBljiKAqfFClL/ss7Xq/pai4s59y9+AVygRtLrJQgJbEjy/SXy5iv1sa/8dgH1ob05I04j/WavyX0v6+c9YYY8NnjzIoNGfG6g+yrU1cSXcHbxnx99iOpsMcUYkYZNKHCCaIxDLXWW/0bD0Yq1en33d/UWp+pQrVcRGUbFexlS4mGAd8ZgKYqi5TKpnDeSNp/5EFoqyjekZN03r/PujP6IVM3/ZIHkGN4niB1fEGDmwjqVvZXbcKHZ9r2y2oHFNT1mUCWt5ObevdoplVoOlb77donRqHfl5eXFPbxl9UZz7Znl+4/X0G19nSqRMjbncOnCjKoOb2xttkaMFlOGt58iwICSIMAkjEROM9Y8Y1//4vcPXQZKmQT3PfyE7b6H7/n8ntUJf0z/4+/K+Sp24cIFDcM06a6+bY3v79Gl91/sovs7yuHkvihm5cPb7tYsS6ivBKguAPAFhAozC9MqOrCeoUcXTRKcXB3FqZJXubPXFpQmLYn5YwZBnBp5bvB/0Gxu/ChjYWZVfv4sb5RSjq6ORmB7qhRxCnY7iKk1aN+WBAqKzy8IMFbm8Xu9jMnlZfpoTWwfnZRbU9FIvhQjpc+MZzIqajmI5y4jctLTIUsuBQla7xlOByazBTp0LNTXj88xtWNBqqKyK9wCrP0dYJhjYrkGRBHxbrtB2VJAEDdUKYuFpjSaJDI6LgJiw9AZupsAP3598fq84PX6WEAlCpEEAUY8+zoPoHt4A6g7A2235M4OTrsHHG52yJWQJKIhXK2BhFgJqNS3zDjpi4IAm3RpeGNYGH4dc/dyBr0J+uw+8HISUEfOgZycGeyiOBktdl3/Bn8nZG+4d9qBAezzGSu1THuXFgweN9CKGEjNL2TDI1XNiSTXHhH1FXqP3SCuW5xwHC9Tnfm0Rl5RoyOMLheoktOYGQvm9wxSmv8xyKhDEQJ89OOLF6RVvAWOMZc47kyiJ3r5c3Ud9IqzDTaJNyof5LPWt1pJ6c+cNtU/swniq9WlGsP9TQ44zpLu7D3/VMPppifLanSRvbYEWPrI07C+aKM3NlZ95akFBO8uK1gKusb4zjFuM/ymlh0dFyuf/PBAefqZVi/k3L8dNm66t/uhgoTPnswNMw91ogWDFYRhy3je+F6HR1e+SNdY9ej+PQfTPzjRDDE5j8PGRx7ULV2U8LY4gn4V7+kdny/Q46C3ilzlJvnnr39ffaHRRH901gquyDXw7E+fdq5dm7krNV7+RhJAX6AgJsof1KqoL/22srGaKLqsdTzz0ZmBWCO1CDZ+Y4d76fIZf0iMDnsbQfWP9CMnYi6Qc0HT2OCZb0S013c9dPJC9/OfVBjn6cV5VMHmJweX3r3kQEqC/PUZEuhBULwLRVBSUDTGcb9TWG2SrZUNlp17y3vnXfXMpPI3PmYs3LT044yCmNfmymTdwQTFS0pwYPiukg02yZZevmJ87uPTXQsv6xOouWueMBduWf/ZvEVJr5plogvBqn6jVS9YVRxurqVuw6FFpj7rzz44dHX+eS1LZq2635G1cvVBTWL8H++SiWoR1HU/KcwjBnOVbN/Lv6VeqkuCPsNmZ3vZGpzgFPgIWkiN4QBRv8JlJ/7z4vELyytaPSLVvK3WhLx79kRkpP7eNzgEavwwZoXD3P+a0+b8APzsB8oMbvOyH5yVjpb8VPcF0xh07yNMA/pwbWNLwcGT9WJIWgOP/cvTnmWrZtdUREtqn52woRiMphnLIrOZyZAp4kCWGXfYQ/PzuwJPghDhnytbR/sC7aWatQf2l0NpnQ6oJAvoqstkn154d+X7u//Gu7rd4NH29NOPLM1U0ZqTF7so7xwRJMUqGUadHLAhhxeLIMDsukql3WBa291veeLw+R55t8kOhPUT2NN2RMn4PA+43e57sawbmvY9e8okEhEl58RhMHsumo45kovmuRIgBQwMGwBKe/jbEe0XaxIvVPQo26x2tIciBq8T7F4n74/ID/YnHPB7vX40B/hBQnNAiyUgEVOCPfMCEKqJC5u57iknk/RA1dk+GMTh/p0mnOsJ4WFoGkiWQMycO8098f0BawzdXl2kRFZNyqPtxkG/D80xd5xI9DGViUUQoaTKVDmAzX3gSQBgORYn2XbQxygol2dolucdcyXFVxsppUFFqj3PotHqjglMkCFgYMNdoy++pUxQyO1OGQwG2Fe8Dbfb3Tn56wI8Y5MvbDrvDAGbTmkLUVZIY0JIcTpphDQ2ndIWoqyQxoSQ4nTSCGnsTqTN2z84Tiut2/ttZdGcaH6K6bhtjvLbr9Yp69DmMWwruRPyk7o34L7iTUpRu3p713e0WZKMg1aC/1o+qsuOEXQYsOquQm1rfF1vZjj/nXrwJnSmfFowYEOSN5Qp2houxL/53z9JysxJe7yle2C21evnraL8gHMkscC5wKTTQs151UnPaZX7VKu1Z06Gqj8cwCqUaU4QYHsxbmLTwWfD3ZLk5Xqd6ZnyktKYdw9L5rFul1LPauwsiY5TLMuKMIWFqdScxyarK38fmqtPh6cu3Ji9JCexX60Q/W9NrPQkov9qDFt4NdytFCt0/aa1lzu6ni+/Ylpd2dYPZk0uV1B4r23ZvL7Skg8/OGGxWNwzZsyI2byh8C5Ha9WSQ6euiLRXGyMYsWbZwbIEd1Vq+sGCOREVqHmHEFoTRGNSF6Eg/N5Fus6+1XsOXgFWkcFt2P4N80OPrC29Ly/y1bDdf+E9c3x1dXURjLuxvfHAG7GE3Zux90wz3VF9BKyucHbDkw+vSVyZfBnlVI3bePsjL787SsI192jA4cM/0bJwUCbku9PnzyxVpEe+EgZwkgfFc4X/Jkoq/3jGyoLLhUvmehPVciAdg+Dv7ZdnxUi/ppJTK9B/RRDPHEE0xogZn59hdTiTtkGsiQFxYm5fi17256IwqEAw103a10Qu89GxCf6I8DCIoGmcUuvBMGMcSKRoiKMoCWUc09DckZZG3ywIMJXLbyUo7mMkXEOJ5SDWJDkaG31X0DPnBpOBxSKiNSqSIlgMrIAYcGYxsDTFYnA4C0eQtrCoG+2Poxme7L4gwIht+3hLb+vwBtD0xE3LDwszcT6rlbN7XGDFWeycTAV0TJRHq7N9brV7LhFyWcDPF1+4cM/YTaGMvdB/ucVvOHuYadY2gs7jBVlMJsy5a4nPQCk//Nt+2YU5BDE083tsrjs/EkRjky22cle+qOkfP0y9pLVGldVZSL8sDrJzC71rCuc1ZuVlmpPSgHv92clSu/V90wKs+eUsySen3Ipzp4xpaP5+Zn+NfUl1t9Q/e+2WgXVf39Y4e3b8b2eGuc4tAMm4hubWzN/qalCA8T7CJYozst/9o4U+VtUGFfWw1AfcQ/sv9M8yuMQzbQn3q0WamL+HpS/+bM681Pb47PDaPPTKuRWjd3otKMCsOXVhRJN/m5z2pWCLTv7+cOeCMBlZ2Kr3KnudUpi9vBAy71l8URlNHN9bqzPvzY4QpMEYDT4owLwsGYWvpWckYrKAYQi42D7UHvDfvTiS8hDuvmrQHmhfLBIrBzJXPah99piZ73EI2sMPCjCFlHA5XD6t28tEDseV5D9VsFKpWBwVLoscvLRP1WF3PRKXe99WTdLsBo4Q/fLbe/XHXtsWw0eXECQFBZgsSa3zVxt/TDCs7FrwkWu8futbG1LXLUzfeeQfnz/44ZmrtLH5HI2v4/nAPvmCXCYT7e3iDm5LJiYOmHiHcIMCjCgYcqXtHM/Lyy9/pPVZP7EmqaUp6jDN/LdKqsT6qxWkRJI7d9WynJ/N1nj9Wo77LJ0gbvisO57W7Y6n9QWN/UavWLP53Lwti361bLb4xNJUiVOOcV31V4+DbXBwvtbCzu7BgDm3Y3oy16cV2AhDNP3Qx4li86n8bLVDrSDAx7VB7ZUGKK+3e45dGRNeZyTLHf9/KcB4LuNT0kh1eDRQGC0W5/AADkShq8cDesMdY5gww5cGjMV6yQ/QeHMI38Dw30L5SGMC4RLGHeJS8YIwrd6+8WTj4IMHjBmQ+sB/9aUsWvmnt7ZK+R7/hKm3vc0/aDKxDOMBCqM4hanVkJgoAY0M/bwnzHFnJwXRGHpoyGVicqFMQj7iNlsfsTZ3Prk6xvstnBCWPZ4dtGlIOa7lQQeRuqKl2aF02ClQxORBYWE+bFmgltwzV5iBpiDA/A4v63KyXpvLD9b+Tui5eEDT3t+75WgvkzseGB4Tzq4j2/vtxNrLPT6Fm4yGrGXbIDU1oX5eJNVUGBW4vYMvU5D3WHRaNNgNVjJqwA8KETbf+vPw5q53aNG7GgwKBil8QSPpvhyVeuOCcPnJq2auy09DUu5Cbk7B/CYjof7l5V7q4Nr0wN9hfFnCACt6Cuj2ftYkroaUcjMMDBih58QrqeD3/RzL+H8joPj/Y412qqLNEYsxxiQZhUWwaPPO+pTstJ9TKkfJ2nRVwC/mkbIEAaaITrNwTPzfk1LsVZu2bJr53bxZ36n6eF/8R2W1sZ1+iB0pjP8nJCqIKHwSRDL5B5HxCYeylmS0pGXHVz8RSeAsNOGSIMAIYq2b27u3kXYkN339X78WFylh7dB0LqX0XD10uscadkmRCBJm5cOMFQs+iVY4L/q9Ha7HI9KZm1tJpgZWEGB80cS2bfzoF+f9cd24CM2fGU00GRGGoCxjGfPZ1Gi8IWD9Y3m+bcOmueKxtwhyJBiwEW7wncuPu25hkGmHsuIdQ9tInmD8C9LcB4OxQGmGgAUqwenOH9LYdEs80PJCGgtUgtOdP6Sx6ZZ4oOWFNBaoBKc7f0hj0y3xQMsLaSxQCU53/pDGplvigZYX0ligEuTzc0VF1JEfZcasmyfOFotnZj+8873sjxrMafhNTJAJp6N5FNzmMZr46H2O20s1/vnN5L5L5GabA5aSHHodkWjsIRmt0+N5E41AbWgv4T/pCpKmBRgyTbivvpjilUU93GJufap30D/HzyAMXN0Rf6pBIuH9sLSCIBomEnRgPCiAjjSrTVnU3un9em2re1bfIIufp9FkN+RQO/QjJKYhWtPSeFiajuXqtC1bz11szb7YbBDhfFP8bIlLVvJOYizD4gRIwYEFXWPQ/UNpX60pvuFKd1xNl15i8rKAS2ACrngS1BQ0jfFVkOvdJdddJZZWnq0v3HesWdXqR6ewOSkQpyJBuInBE8snaMD4tdYHLJ7l7S3m79S2kluvehZGzlr9GDy8cSGkhIvwK+bEDAl1NijAUFsSv8O2zNxjev50Rdv645d98tjZa2DrpiUwN00DPlz8aWrzbycPOyjAXK7uKHf/wNNNNW1rPq9okZpU6bal61f1L5ulcNKDTnA4cflYwd5YE4MVHBjHldJsV0lU87nDWUdON4Rd9qRy8oxFlZmpCe/Fks5GdtQ6ZBOzJMxZQYFhFSTBwURazT1Ljn5aFnmyzgmxCzdzi+67/+qC1KijYs7fSeLiSUF+vIYkIxgwBIWNuCPGafZv0nUP/uhUM5Npky1iFi8u7HhkY4Z2Vjz/WZiUCON3c3utCgasr69P4rVol5kN+p+eLqnKujqo8aWuWNMeOSv3dU2S6h2cT4VTO2jBO7s3gyjIC5p/Zw3W/p9E190RVXulLf7TS32EJ+nBHiIuaXdkBvX2KoLow3tm+XlH+wkSLRLxHwv5TbAUsMaGnivr2XBKSq7taOt99P0958kGcyr7wGNfs2y6v6DpBzmKvmFu0c+F4KM3D3cSeY8j/kVN8HWYbS/bId65aZN83Y/eVuzt6pIV889rACmgzMPlqhhSda/F5H7+Sl3PXRd0Smniwi3WtfkZxzdHmlrwnqGV7nU6HT8XhKWuLylOYORqfFH7Gc9AVxvhau1djIvfbVe7FU+F0WEPPAWg5mvCVLEFXBU9huoY10B3Ud2Fxrv2fHwaLKIMSI5kXC/99scdZ95/A+NAwkqeuRdeeCF31cLUSG19N9gw6AeHKHQd1XDic7fS2Hx0zSxTz11afezdGoIQ4SvuEm41mI0PTTilKhoQMJQoPVD+64iexgZN6YnLcK7XA6yoFU7veSHGbTf/HJnCfvy12RhvvPGG+D25VAGMD2wODMoKPVBx7FWoKoNsXNv935ViUHgZGb1VqQApTUqwKgVUm6YM7Fo1McWLkxf/qO9kZV7VhSbX0OADw+I6LUPOeWPWNWUYhnK63DSOU4Zn5eDSoT5cCJ4haL+fkWKv30cqVb7w+AiIFNFu9JIOqG8yZWCoCUwiJyFWHHczqvN6PU5UuUVauXJl5oqCmesHWmtmfHSkEgyuaJi7dB3MLUjuqT17fO+VCxe6KIUEHboJkBGMHhd71yO5KVVDno0pA8PWjS90ALc/84Rul8rKygr9pks5p/a8NuPUyYtgRGDZ+Q/Cjufv7st46VdvY2jry2z/YfjTc/x2O2q3vx5QPb49+TF30H6Pl/Z6fMM9e1xL0+sCJ+enUNX8fGhBeRGU2BgY4w78fj/B4VgFJ9diBeOVjcYBfN7QH5jw+Hz4Kpv45T2OzKQPpw3YpDkS6MZpBUbSIpBg7x57G8g+/49BxnEq45Qf9FsIIRg0JyyOpk0+52C3v0tvBguOyTgwgdNjApPP68cuhgsbI0HNO9MC7NB3s6JPvfaNnD4zGf3RyQbodeKzhi9obdPnsP/diBg/oVj6l5MdqsdWprRhkDi9ECCDXhU5rpgUSajl50/WPPHKO5+nHjnf5mQ5jp9t62w6/6nz01d/EVF39sK/Mz7fW243swHPf3XmQU9Y966fLObAN+eS0+UrNtvctNvH8N2socR43cB4myiWccnwqaNpgqrFC7d80Q9nve1f0KsijlKwba/rRE74bcKkPfEi7LwbtwmvTu1k0Kvi1NgKPFcIWOAynF4KIY1Nr7wDLy2kscBlOL0UQhqbXnkHXlpIY4HLcHopBL2veCs42POXn93dlfCnymzp8gc2QtGq2bp4FZhw2BKQ6Y0vU9CqWFpaTL/9o3WK+bGxCqR9263698fXXWnsfwXndr5Hi0Xv0aRvI+YT5IuMYBrjDq2XNLVW53aD4xFK5VVCPy+3W6dnXqueFR6elmdLWa6U4yJrYlrEB08XRNiCATPYlfjxwTcL3RyeFJHkpKRe12mX0L394kS1EycC8l9hWDHimvKHiNFiFAwY8LK2cQRa1yRoZdOMLuRm+14/B36RBPy0BPqMrnqvl2vB9VGvD0Rvlm8y54UDhuZ6Bn1W0Fjox8BZIFbFeFm/c8Dvst8yFg6FHyE4qdhRXmvYtXxWXFm0UjkqFONkIEx8j3DAePrXfKOAkqohY9XDfRT43qr79KUTExd97SwlFmM0MZGv86qlsTBLacT6OGV7/ehyhAWGlNFUDQRGfIjMWGxPWVBYh8BOjS5w/L47DuPcdyug6uP1WAWFAcWXIUgLNJ7ZoWOS5ES0jH8f8V+Xbr5VVfmqqp7F68KB4ssPGjCW8ZF+n1eQFo5n9E5T0IDdKSNC3x80YPxSJbhA8peWggYM37McS1KCtHBTkY7grSLPBI9GBDZVeNeehRsz5K7SDiegw9twotAN4n74ye7fwPbNczuzw6EFO72CxKIaKYH/FwxYNPY8Bmz4ZYhEfykWP7DrKmMs3c3bTC7/PWO76vhxnTVAZ0MlHFRZK180a95d9oOui2dfShYUnGDAsOOBsUgphiBJF/jcYGiuBJo1xBhcTAzvsc0nBE1JpRJ0gjPSLTUnwOo1RBqIGUYPxPYX7eW0+7YJ9ylJMGDRrjjfINXejP3EPT6PS9ledx7a8eWEeK43+VFRUZqChTm5jLE9o/rU34nq6uwMzcy7ntEkL/C3X2T+vncv17FNIHCCAYMN/+sd3LWzSqKyXZFf+2TJK2lMeuWVVxIK5kY/0Xby/ef+9uaRiCM1zYS5wZtIUfLnM2akk8wi99/2clzXSDiMMZnv8EAwYKgWDq4tnzzkxzIRH0VFRS0Y4GN3bLg52dYzuM5gPB5T3t1BYaTnmNj71jzr9fu6I0D6Hua9IVrtRPRudU4wYLcqZOTa8JfKdpzG8tK8GYeIZQvjttSarZoBUwPodH1xV5rcUUS/h/cgCDgF7z12C9YIIqMmPlnalDUrzq2QS8DH2KC5qRXOnu/1VRwbHbjwFkRuc2laNTaGF2UELZIqST4AMk4DAafTCTazDWdQ8O1r4OlL0dg1tkebAIaeUDw99o0XCDxBNMZHma2Kr5KWnG6WvVqhBlH2c0zagjR7WfHamw/zOd5pEV8O/PgNRyw0jf4eYhrC0TtMiCSIxiy57WqRn9lCkeJXGMb3CrDOYpk4aSbvzzieSd4dEFt0mVuvp6yDJqx6fgxFKILU9FRYuDiRyFnNG08CTzcUPBWSftItl4qpfNwe5RxOYAfNlhXz5e4Wu/cdBNI4zm9DzLh0G7RaZmnNxV6FzYZr/IlzYHF+rv/eFfGkLEEMr02FiXF5BNGYjGZYD04Dc2Pt8lv7wd12Osw90LO9w+R7vNtgSC8uLuYFyJdFnj59QGzRnnysvrN/1dkGo8IFYZA2b4M/OiayNlkFzWlfpaUXeKMvSXoICls4knSAUXcGDu7Zh7Jf942ecJfoyJEj+xDUUKjc7z3xqPprS2PCzl21ED0srp25YJk/74G1dURkwq97neKSdarRC4ZgrikmQaqi0+FAiwXnQ58OJ3bvKRHhEDefe4fY3X40hvEMPq3r7r4f+RtqSC53uKkuoy7F7WeJlCVbXfmbdrRkzMv8DRmnOXxfnHDx3wQBhobAQR9LfIBLEDatyM/ImpcZvePD4/XRNY388hDAt3PX2zpOrABF/mOgpkWfRqanHc9cnN2Skpxwfkf6VzAWd/K2ffxY6hK/cfpX41obu/SVtT2pNa1oJhyXeDtiyrxVkLdl1ccL7kmp3CFATOBxRQwdCqKx0YSJmOd1ePzK6HOj9702E5x8ZTtuo88Kvy9Iqyg8W4FTDAELXIbTSyGksemVd+ClhTQWuAynl0JIY9Mr78BLC2kscBlOL4WQxqZX3oGXFtJY4DKcXgohjU2vvAMvLaSxwGU4vRSmVWO8yZvjzGkNu59fVpQdsQyXaFmWlXf3su+/fmnRmxdt0bz5Wyj4ghtzJmIMGZZY6/cpTh94J0MVo3jmUkPHA702H83DcLpd6Ks4YJb0JP7idVbJx4C76RfRiWjf7Ny0AAP3h8u1rTXb33/j+OyaHlu622WOaTO5CIziBHaXG5pa2jVGJlyldUV/9TWGWgoDpmVV3afv5b70wz/ltupdhZWtJk0vmUr7OM0nds7cwIDf6/VitAiz2cMpTNWRs4RzUgqKxjiuV+41Xr6/u/bijopTNQsOnmiQt3tj5YlzVvvmYygnk8X3h5qBpiZwuxg3g3GqjCaO0dC2r6SfB1/Xhx9+ObjbC3oaznzzwHsHl77/WZWim0iBnFWPuO7evPpifFr0rjZX1vmzf/3etcVn+ltB1/9rgFO4CZiCoLGeRKuh87nyQ0eXfnSsQlFniYeCDV/zbnh0Y9XC3NRd6SmKQ08Gyaw9Wi4CA/slMXBGqdH19s06cvYygpJD9uqN3OIH1lbOLkj9c4JKcTQJwDyagWDtCwaM4+rEPv3V2SZL5eOfHTgRd6YVPQCilzjlGfPPJcxI250WryjJhKHpHdPi6icYMGjfR+pajekdbfqi01d6oywQA+mLVro0mTNPmsWSkpnXQAnnFnAbVQvS88BGgxrwxkYatL1pLbVNYR1GB63UJMP83DnE8sWpLohU2fE79LSB4jELAgygTSlRpq10EzFbL57torpNLETEz/Hnzcl0bczVUEXOsrDHl2SpsbwxW9b676p3ftIrLxY4+goPTJiq6GiUMc6B+XYvFNb2+ygHqQBZwgw9JVOdTPNfIc+V73/aaPOQfGGjHD841mbi+i5rdV4XfRi13o9aFez5EwSY4cKnYNTbyZaGNkqLXSRaFgYqldtbsf8dh+vAuVyzyby8z+qUjuOas+rbOe25g7qWY5qYlxQPtre7uAupUugc5z7BK+COkyDA+k6Us11WxtvRZgE3OqSwPjt4e8/H9Nq99zZ2t1jdbkNPrwUXAhzFXqySSCFMjfFd53URNJ37XFvLImdrduJedZLyA9Qe7xsySrmjMk5yd2Jg+Pkfw8BwEoX6tj1tZEKkO/JCdOexj8KdDuxMoAuR1+WE/l4dHZ2+BBhRQmlz2ZtHPU73mGXuntkw82mD0fXAZ1VdGuOgL+3Ep0chd8HsJ2fESFlOTP8J+efDo02YWFbBDIWo4QPk3SRN3HjwnnV8xC/3IO87yAcOGbdlSdavf1myt44TW61WlTxzaZ46KT3H5WKAQW9tgpKBKDzdpkjPP5v9yE8/POywHkYax0Zv33n23ub7Vua4UsMUHOftgvpz5dDbY8owM2y2B2ziur1F4vXrs8aVe40Pm81N4hLnQ97iSHPCNEpjGBZw6BYM++J1grX7Em1qLV+Mp8ZpjQKJnAafRs4pot02qVptZv3JG5Wx2asHLYfBg7M+NLEpsOLBJ/tnLM772JqnPLV2gqY+4a6nmnJtBxoLy7TqNoNN3m9thvq6OtDMSXQVJNfJM6iIHKWdUEkkFOHxXPdtH+Jw9+7dM9WuAbJ7TPAynvsvBqrDwERA41S9IWCoLdZpBMPF98Wc183HDnliiNroH/T9Qn9sFh3ztD7wvyDC54FC9zWWd2ZDj3sRzkhMSIhks2YofZsnAHWNVMGhGNmesCXLE9NLtLpUfZcBrjY3gf3EYlvBpuYEkqb+kxJT6VilbqhVL7ywK0wuJmmL3X3dERD9Zniy1xU1vCPuFNEIbKTOstgAOG/VpaNBJFZwOGFU6vdzpAijaPEeenz+a3pH4Bx6HzHMDUyNyAfvHXTW/JshIT3ep1BIMO8gGPRG8F3Rc561HCmmaamI5mdakNjmjNWYxWI14dKBphFa/D/6A+EvcZ3pYWDOF1w+Pz4fo9ut0dnG7hOcB4dSg6hQr0Wkpo0EhfomgG8cpENqvxYhbOh5G5tz7BElCxdRVD/JR8bkE0YbQ19Mm+Jyh0Y32+f9ndvjD+NY9uYtxChyXj/60HBcx8ipIWAEkfCXkRO3/2fA7W6A4/94emjDVjHKPth7xqpvyVKpREto0olhz6wwaHNxBtNYSY+nzRj6ONugGXw8INSNAqc1RiSoJYebZll+8MOHPxh//62Oj7z8beC3kXS9To6cmML/gPnsH/azg/qUlPTIJZIGOzJqgl6dlRO3MePeyWOp25vrWUOPkXPjm4C/MSY6AjIz44CSJY29cQpHN30GJksLnxUuYu5cJjl/sT9z5ixcqxZbTK8XnxezyG6x83FI5bjdUJ1484He4sSx2wDtcmItJiQQHxcLs1LlZF6q7Yb7J8vPyH0BA+MJKdIfJGIX3A+z5uS65qkV2PCgR3ZnZ+LMMPdTXXbvZrwFTYhfJAQq8zn6thHxyx5vafFHm60cSOOWQf7iJe51s1XMlmzVLTX9BaWb7wlRFRFZio1zM2VRUYrMB+/K2dJW0ijtbTyhPF2RvtDgnJltKHnnCLIwxGxsbCzZ3a3dSvVUPXf2fHPu2W6XxEnKIWflZl94YtzxRKV4f6z8KzJTgiDiHFzlzhPxkVGm/NUZxD3mgQ0fnilXHnjdApQibL6j++xjCGxoGhVWXfmePW/8i6f10uxPDpwjtV45k7HyAWbO4rkXLDT50kk5nMK5LQFHEwu4Lo+uDBxXRGk/oOdo26w/e+ukfkPllQ5Fd68RbNj9HV23RLgQrzw8AV+ulCUsIa1z7fZf6GYtWvBylFxd8mwBMa6nM7qEye8LCowvFjUnMopXzzda4b9PfPDugr+9VwJV/f7x/TLIWL0DEvPWHQG3Y9eqrUs6YzPm6r83gxBk1jrPhzDPGE9pOBEFr/s4blddFNT/h7HtdEzUJ2IgEdiYRFEQmZ4DeUWLtHnLM1t2TIM5bkz5oYOQBEISCEkgJIGQBEIS+HIk8P8B08XmhK/XIaQAAAAASUVORK5CYII=" alt="page2image3486226208" width="25.259995" height="130.800003" /> <img decoding="async" src="image/png;base64,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" alt="page2image3486226480" width="69.660004" height="91.800003" /> <img decoding="async" src="image/png;base64,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" alt="page2image3486226752" width="105.660004" height="57.000000" /> <img decoding="async" src="image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADYAAAACCAYAAAATri9mAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAN8wAADfMBL/09/gAAABdJREFUGBlj/M/A4MQwDAEj0GNANPwAAM3oA0LfVlZ+AAAAAElFTkSuQmCC" alt="page2image3486227024" width="54.000000" height="1.260000" /></span></p>
<div class="layoutArea">
<div class="column">
<p><span style="font-family: 'times new roman', times, serif;">B= C= yeniden kesme</span></p>
</div>
</div>
</div>
<h3 style="text-align: justify;"><span style="font-family: 'times new roman', times, serif;"><strong><span style="color: #cc99ff;">Sonuç</span></strong></span></h3>
<p style="text-align: justify;"><span style="color: #000000; font-family: 'times new roman', times, serif;">Yeniden şekillendirme işlevi yapay zeka, veri bilimi, görüntü sıkıştırma, görüntü genişletme vb. Sektörlerde kullanılır. Yeniden şekillendirme fonksiyonunun Matlab, R veya Python&#8217;da olup olmadığını, iş gereksinimlerine göre istenen dizi büyüklüğünde işlemleri gerçekleştirmenin anlaşılması önemlidir. Çıktı ve girdi dizisindeki eleman sayısının aynı olması şartıyla, dizinin boyutunu ister tek boyutlu ister çok boyutlu olsun, değiştirmek için kullanılırlar.</span></p>
<hr />
<p style="text-align: left;"><strong><span style="color: #800080;">Ödevcim Online, <span style="color: #0000ff;">parayla matlab ödevi yaptırma, matlab ödev örnekleri, matlab hazır ödev, ödev yaptırma fiyatları, mühendislik ödev yaptırma</span> aramalarınızın sonucu olarak burada. Tüm bölümlerde matlab ödev yaptırma veya matlab danışmanlık talepleriniz için <span style="color: #000000;">akademikodevcim@gmail.com</span> mail adresinden bize ulaşabilir veya sayfanın en altındaki formu doldurup size ulaşmamızı bekleyebilirsiniz.</span></strong></p>
<hr />
<noscript class="ninja-forms-noscript-message">
	Bildirim: Bu içerik için bir JavaScript gereklidir.</noscript>
<div id="nf-form-3_1-cont" class="nf-form-cont" aria-live="polite" aria-labelledby="nf-form-title-3_1" aria-describedby="nf-form-errors-3_1" role="form">

    <div class="nf-loading-spinner"></div>

</div>
        <!-- That data is being printed as a workaround to page builders reordering the order of the scripts loaded-->
        <script>var formDisplay=1;var nfForms=nfForms||[];var form=[];form.id='3_1';form.settings={"objectType":"Form Setting","editActive":"1","title":"\u0130leti\u015fim Formu","created_at":"2019-01-19 19:10:35","form_title":"\u0130leti\u015fim Formu","default_label_pos":"above","show_title":"0","clear_complete":"1","hide_complete":"1","logged_in":"0","key":"","conditions":[],"wrapper_class":"","element_class":"","add_submit":"1","not_logged_in_msg":"","sub_limit_number":"","sub_limit_msg":"","calculations":[],"formContentData":["html_1547918134689","firstname_1547918195570","email_1547918220313","phone_1547918223708","almak_istediginiz_hizmet_1547920882574","okudugunuz_bolum_ve_dersin_adi_1547921398265","icerigin_konusu_ve_seviyesi_lisans_master_doktora_1560405678534","kac_sayfa_veya_kelime_olacak_1547921415141","hangi_dilde_olacak_1547918734875","kac_kaynak_kullanilmali_1547918961529","hangi_programlar_kullanilacak_1547919336026","ne_zamana_yetisecek_1547918974338","anlatmak_istedikleriniz_1547919316924","intihal_raporu_istiyor_musunuz_standart_olarak_15_altinda_hazirlanacaktir_1565335584156","odeme_yapacaginiz_banka_1547920854983","submit_1547918308744"],"container_styles_background-color":"","container_styles_border":"","container_styles_border-style":"","container_styles_border-color":"","container_styles_color":"","container_styles_height":"","container_styles_width":"","container_styles_font-size":"","container_styles_margin":"","container_styles_padding":"","container_styles_display":"","container_styles_float":"","container_styles_show_advanced_css":"0","container_styles_advanced":"","title_styles_background-color":"","title_styles_border":"","title_styles_border-style":"","title_styles_border-color":"","title_styles_color":"","title_styles_height":"","title_styles_width":"","title_styles_font-size":"","title_styles_margin":"","title_styles_padding":"","title_styles_display":"","title_styles_float":"","title_styles_show_advanced_css":"0","title_styles_advanced":"","row_styles_background-color":"","row_styles_border":"","row_styles_border-style":"","row_styles_border-color":"","row_styles_color":"","row_styles_height":"","row_styles_width":"","row_styles_font-size":"","row_styles_margin":"","row_styles_padding":"","row_styles_display":"","row_styles_show_advanced_css":"0","row_styles_advanced":"","row-odd_styles_background-color":"","row-odd_styles_border":"","row-odd_styles_border-style":"","row-odd_styles_border-color":"","row-odd_styles_color":"","row-odd_styles_height":"","row-odd_styles_width":"","row-odd_styles_font-size":"","row-odd_styles_margin":"","row-odd_styles_padding":"","row-odd_styles_display":"","row-odd_styles_show_advanced_css":"0","row-odd_styles_advanced":"","success-msg_styles_background-color":"","success-msg_styles_border":"","success-msg_styles_border-style":"","success-msg_styles_border-color":"","success-msg_styles_color":"","success-msg_styles_height":"","success-msg_styles_width":"","success-msg_styles_font-size":"","success-msg_styles_margin":"","success-msg_styles_padding":"","success-msg_styles_display":"","success-msg_styles_show_advanced_css":"0","success-msg_styles_advanced":"","error_msg_styles_background-color":"","error_msg_styles_border":"","error_msg_styles_border-style":"","error_msg_styles_border-color":"","error_msg_styles_color":"","error_msg_styles_height":"","error_msg_styles_width":"","error_msg_styles_font-size":"","error_msg_styles_margin":"","error_msg_styles_padding":"","error_msg_styles_display":"","error_msg_styles_show_advanced_css":"0","error_msg_styles_advanced":"","currency":"","unique_field_error":"A form with this value has already been submitted.","changeEmailErrorMsg":"L\u00fctfen ge\u00e7erli bir e-posta adresi girin!","changeDateErrorMsg":"Please enter a valid date!","confirmFieldErrorMsg":"Bu alanlar e\u015fle\u015fmelidir!","fieldNumberNumMinError":"Minimum Say\u0131 Hatas\u0131","fieldNumberNumMaxError":"Maksimum Say\u0131 Hatas\u0131","fieldNumberIncrementBy":"L\u00fctfen \u015funa g\u00f6re art\u0131r\u0131n: ","formErrorsCorrectErrors":"L\u00fctfen bu formu g\u00f6ndermeden \u00f6nce hatalar\u0131 d\u00fczeltin.","validateRequiredField":"Bu zorunlu bir aland\u0131r.","honeypotHoneypotError":"Honeypot Hatas\u0131","fieldsMarkedRequired":"&lt;span class=&quot;ninja-forms-req-symbol&quot;&gt;*&lt;\/span&gt; i\u015fareti olan alanlar zorunludur","drawerDisabled":"","allow_public_link":0,"embed_form":"","public_link":"https:\/\/odevcim.online\/ninja-forms\/34bs8","public_link_key":"34bs8","repeatable_fieldsets":"","form_title_heading_level":"3","ninjaForms":"Ninja Forms","fieldTextareaRTEInsertLink":"Ba\u011flant\u0131 Yerle\u015ftir","fieldTextareaRTEInsertMedia":"Medya Yerle\u015ftir","fieldTextareaRTESelectAFile":"Dosya se\u00e7in","formHoneypot":"Bir insan olarak bu alan\u0131 g\u00f6rebiliyorsan\u0131z, l\u00fctfen bo\u015f b\u0131rak\u0131n.","fileUploadOldCodeFileUploadInProgress":"Dosya Y\u00fckleme \u0130\u015flemi Devam Ediyor.","fileUploadOldCodeFileUpload":"DOSYA Y\u00dcKLEME","currencySymbol":false,"thousands_sep":".","decimal_point":",","siteLocale":"tr_TR","dateFormat":"a\/g\/Y","startOfWeek":"1","of":"\/","previousMonth":"Previous Month","nextMonth":"Next Month","months":["January","February","March","April","May","June","July","August","September","October","November","December"],"monthsShort":["Jan","Feb","Mar","Apr","May","Jun","Jul","Aug","Sep","Oct","Nov","Dec"],"weekdays":["Sunday","Monday","Tuesday","Wednesday","Thursday","Friday","Saturday"],"weekdaysShort":["Sun","Mon","Tue","Wed","Thu","Fri","Sat"],"weekdaysMin":["Su","Mo","Tu","We","Th","Fr","Sa"],"recaptchaConsentMissing":"reCaptcha validation couldn&#039;t load.","recaptchaMissingCookie":"reCaptcha v3 validation couldn&#039;t load the cookie needed to submit the form.","recaptchaConsentEvent":"Accept reCaptcha cookies before sending the form.","currency_symbol":"","beforeForm":"","beforeFields":"","afterFields":"","afterForm":""};form.fields=[{"objectType":"Field","objectDomain":"fields","editActive":false,"order":1,"idAttribute":"id","label":"HTML","type":"html","default":"<p style=\"text-align: center;\"><span style=\"color: rgb(255, 102, 0); font-size: 18pt;\"><span style=\"font-weight: 600;\"><span style=\"color: rgb(0, 0, 255);\">Talep Formu<\/span><\/span><\/span><\/p><p style=\"text-align: center;\"><span id=\"nf-drawer-content\"><span class=\"nf-setting-groups\"><span class=\"nf-field-settings\"><span style=\"color: rgb(255, 102, 0); font-size: 18pt;\"><span style=\"font-weight: 600;\"><span style=\"color: rgb(0, 0, 255);\">\u0130\u015fleriniz Ankara'da Billgatesweb \u015firketi garantisiyle yap\u0131lmaktad\u0131r.<\/span><\/span><\/span><\/span><\/span><\/span><span style=\"color: rgb(255, 102, 0); font-size: 18pt;\"><span style=\"font-weight: 600;\"><span style=\"color: rgb(0, 0, 255);\"><br><\/span><\/span><\/span><\/p>\n<p style=\"text-align: center;\"><span style=\"color: rgb(255, 102, 0); font-size: 18pt;\"><span style=\"font-weight: 600;\"><span style=\"color: rgb(0, 0, 255);\">0312 276 75 93 (<\/span><\/span><\/span><strong><span style=\"color: #000000;\">Telefonlara cevap vermiyoruz. Mail kanallar\u0131n\u0131 kullanabilirsiniz.<\/span><\/strong><span style=\"color: rgb(255, 102, 0); font-size: 18pt;\"><span style=\"font-weight: 600;\"><span style=\"color: rgb(0, 0, 255);\">)<br><\/span><\/span><\/span><\/p>\n<p><\/p>\n<div style=\"text-align: center;\"><span style=\"font-weight: 600; color: rgb(0, 0, 255);\">+ 90&nbsp;<\/span><font color=\"#0000ff\"><b>542 371 29 52<\/b><\/font><b>&nbsp;(<\/b><strong><span style=\"color: #800080;\"><span style=\"color: #0000ff;\"><u>Whatsapp mesaj yoluyla ula\u015fabilirsiniz.<\/u><\/span><\/span><\/strong><span style=\"font-weight: 600;\">)<\/span><\/div>\n<div style=\"text-align: center;\"><br><\/div>\n<div style=\"text-align: center;\"><strong><span style=\"color: #000000;\">akademikodevcim@gmail.com<\/span><\/strong><span style=\"font-weight: 600;\"><span <span=\"\">&nbsp;(Belgelerinizi Buraya G\u00f6nderin)<\/span><\/span><\/div>\n<p><span style=\"font-weight: 600;\"><\/span><\/p>\n<p style=\"font-size: 16px; line-height: 1.5; margin: 1em 0px; box-sizing: border-box; text-align: center;\"><span style=\"box-sizing: border-box; color: rgb(0, 0, 255);\"><strong style=\"font-weight: 600; box-sizing: border-box;\">A\u015fa\u011f\u0131daki formu doldurup, an\u0131nda fiyat teklifinizi al\u0131n.<\/strong><\/span><\/p>","container_class":"","element_class":"","key":"html_1547918134689","drawerDisabled":false,"field_label":"HTML","field_key":"html_1547918134689","id":"20_1","beforeField":"","afterField":"","value":"<p style=\"text-align: center;\"><span style=\"color: rgb(255, 102, 0); font-size: 18pt;\"><span style=\"font-weight: 600;\"><span style=\"color: rgb(0, 0, 255);\">Talep Formu<\/span><\/span><\/span><\/p><p style=\"text-align: center;\"><span id=\"nf-drawer-content\"><span class=\"nf-setting-groups\"><span class=\"nf-field-settings\"><span style=\"color: rgb(255, 102, 0); font-size: 18pt;\"><span style=\"font-weight: 600;\"><span style=\"color: rgb(0, 0, 255);\">\u0130\u015fleriniz Ankara'da Billgatesweb \u015firketi garantisiyle yap\u0131lmaktad\u0131r.<\/span><\/span><\/span><\/span><\/span><\/span><span style=\"color: rgb(255, 102, 0); font-size: 18pt;\"><span style=\"font-weight: 600;\"><span style=\"color: rgb(0, 0, 255);\"><br><\/span><\/span><\/span><\/p>\n<p style=\"text-align: center;\"><span style=\"color: rgb(255, 102, 0); font-size: 18pt;\"><span style=\"font-weight: 600;\"><span style=\"color: rgb(0, 0, 255);\">0312 276 75 93 (<\/span><\/span><\/span><strong><span style=\"color: #000000;\">Telefonlara cevap vermiyoruz. Mail kanallar\u0131n\u0131 kullanabilirsiniz.<\/span><\/strong><span style=\"color: rgb(255, 102, 0); font-size: 18pt;\"><span style=\"font-weight: 600;\"><span style=\"color: rgb(0, 0, 255);\">)<br><\/span><\/span><\/span><\/p>\n<p><\/p>\n<div style=\"text-align: center;\"><span style=\"font-weight: 600; color: rgb(0, 0, 255);\">+ 90&nbsp;<\/span><font color=\"#0000ff\"><b>542 371 29 52<\/b><\/font><b>&nbsp;(<\/b><strong><span style=\"color: #800080;\"><span style=\"color: #0000ff;\"><u>Whatsapp mesaj yoluyla ula\u015fabilirsiniz.<\/u><\/span><\/span><\/strong><span style=\"font-weight: 600;\">)<\/span><\/div>\n<div style=\"text-align: center;\"><br><\/div>\n<div style=\"text-align: center;\"><strong><span style=\"color: #000000;\">akademikodevcim@gmail.com<\/span><\/strong><span style=\"font-weight: 600;\"><span <span=\"\">&nbsp;(Belgelerinizi Buraya G\u00f6nderin)<\/span><\/span><\/div>\n<p><span style=\"font-weight: 600;\"><\/span><\/p>\n<p style=\"font-size: 16px; line-height: 1.5; margin: 1em 0px; box-sizing: border-box; text-align: center;\"><span style=\"box-sizing: border-box; color: rgb(0, 0, 255);\"><strong style=\"font-weight: 600; box-sizing: border-box;\">A\u015fa\u011f\u0131daki formu doldurup, an\u0131nda fiyat teklifinizi al\u0131n.<\/strong><\/span><\/p>","label_pos":"above","parentType":"html","element_templates":["html","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":2,"idAttribute":"id","label":"Ad\u0131n\u0131z","type":"firstname","key":"firstname_1547918195570","label_pos":"above","required":1,"default":"","placeholder":"","container_class":"","element_class":"","admin_label":"","help_text":"","custom_name_attribute":"fname","personally_identifiable":1,"drawerDisabled":"","field_label":"Ad\u0131n\u0131z","field_key":"firstname_1547918195570","value":"","id":"21_1","beforeField":"","afterField":"","parentType":"firstname","element_templates":["firstname","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":3,"idAttribute":"id","label":"E-Posta","type":"email","key":"email_1547918220313","label_pos":"above","required":"","default":"","placeholder":"","container_class":"","element_class":"","admin_label":"","help_text":"","custom_name_attribute":"email","personally_identifiable":1,"field_label":"E-Posta","field_key":"email_1547918220313","value":"","drawerDisabled":false,"id":"22_1","beforeField":"","afterField":"","parentType":"email","element_templates":["email","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":4,"idAttribute":"id","label":"Telefon","type":"phone","key":"phone_1547918223708","label_pos":"above","required":1,"default":"","placeholder":"","container_class":"","element_class":"","input_limit":"","input_limit_type":"characters","input_limit_msg":"Kalan karakterler","manual_key":"","admin_label":"","help_text":"","mask":"","custom_mask":"","custom_name_attribute":"phone","personally_identifiable":1,"drawerDisabled":"","field_label":"Telefon","field_key":"phone_1547918223708","value":"","id":"23_1","beforeField":"","afterField":"","parentType":"textbox","element_templates":["tel","textbox","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":5,"idAttribute":"id","label":"Almak \u0130stedi\u011finiz Hizmet","type":"listcheckbox","key":"almak_istediginiz_hizmet_1547920882574","label_pos":"left","required":1,"options":[{"errors":[],"max_options":0,"label":"\u00d6dev Yapt\u0131rma","value":"dev","calc":"","selected":1,"order":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}},"manual_value":true},{"errors":[],"max_options":0,"label":"Proje Yapt\u0131rma","value":"Proje","calc":"","selected":0,"order":1,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}},"manual_value":true},{"errors":[],"max_options":0,"order":2,"new":false,"options":[],"label":"Makale Yapt\u0131rma","value":"makale-yaptirma","calc":"","selected":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}},{"errors":[],"max_options":0,"order":3,"new":false,"options":[],"label":"Essay Yapt\u0131rma","value":"essay-yaptirma","calc":"","selected":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}},{"errors":[],"max_options":0,"label":"Tez Yapt\u0131rma","value":"Tez","calc":"","selected":0,"order":4,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}},"manual_value":true},{"errors":[],"max_options":0,"order":5,"new":false,"options":[],"label":"Sunum Yapt\u0131rma","value":"sunum-yaptirma","calc":"","selected":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}},{"errors":[],"max_options":0,"order":6,"new":false,"options":[],"label":"Rapor Yapt\u0131rma","value":"rapor-yaptirma","calc":"","selected":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}},{"errors":[],"max_options":0,"order":7,"new":false,"options":[],"label":"Matlab \u00d6dev Yapt\u0131rma","value":"matlab-odev-yaptirma","calc":"","selected":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}},{"errors":[],"max_options":0,"order":8,"new":false,"options":[],"label":"Phyton \u00d6dev Yapt\u0131rma","value":"phyton-odev-yaptirma","calc":"","selected":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}},{"errors":[],"max_options":0,"order":9,"new":false,"options":[],"label":"\u00d6neri Formu Haz\u0131rlatma","value":"oneri-formu-hazirlatma","calc":"","selected":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}},{"errors":[],"max_options":0,"order":10,"new":false,"options":[],"label":"\u0130ntihal D\u00fc\u015f\u00fcrme","value":"intihal-dusurme","calc":"","selected":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}},{"errors":[],"max_options":0,"order":11,"new":false,"options":[],"label":"Terc\u00fcme Yapt\u0131rma","value":"tercume-yaptirma","calc":"","selected":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}},{"errors":[],"max_options":0,"order":12,"new":false,"options":[],"label":"Blog Yapt\u0131rma","value":"blog-yaptirma","calc":"","selected":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}},{"errors":[],"max_options":0,"order":13,"new":false,"options":[],"label":"Seo Uyumlu Blog Yazd\u0131rma","value":"seo-uyumlu-blog-yazdirma","calc":"","selected":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}},{"errors":[],"max_options":0,"order":14,"new":false,"options":[],"label":"Di\u011fer","value":"1","calc":"","selected":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}},"manual_value":true}],"container_class":"","element_class":"","admin_label":"","help_text":"","drawerDisabled":false,"field_label":"Almak \u0130stedi\u011finiz Hizmet","field_key":"almak_istediginiz_hizmet_1547920882574","id":"24_1","beforeField":"","afterField":"","value":"","parentType":"list","element_templates":["listcheckbox","input"],"old_classname":"list-checkbox","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":6,"idAttribute":"id","label":"Okudu\u011funuz B\u00f6l\u00fcm ve Dersin Ad\u0131","type":"firstname","key":"okudugunuz_bolum_ve_dersin_adi_1547921398265","label_pos":"above","required":"","default":"","placeholder":"","container_class":"","element_class":"","admin_label":"","help_text":"","custom_name_attribute":"fname","personally_identifiable":1,"drawerDisabled":"","field_label":"Okudu\u011funuz B\u00f6l\u00fcm ve Dersin Ad\u0131","field_key":"okudugunuz_bolum_ve_dersin_adi_1547921398265","value":"","id":"25_1","beforeField":"","afterField":"","parentType":"firstname","element_templates":["firstname","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":7,"idAttribute":"id","label":"\u0130\u00e7eri\u011fin Konusu ve Seviyesi (Lisans, Master, Doktora)","type":"firstname","key":"icerigin_konusu_ve_seviyesi_lisans_master_doktora_1560405678534","label_pos":"above","required":"","default":"","placeholder":"","container_class":"","element_class":"","admin_label":"","help_text":"","custom_name_attribute":"fname","personally_identifiable":1,"drawerDisabled":false,"field_label":"\u0130\u00e7eri\u011fin Konusu","field_key":"icerigin_konusu_1550650301028","value":"","id":"26_1","beforeField":"","afterField":"","parentType":"firstname","element_templates":["firstname","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":8,"idAttribute":"id","label":"Ka\u00e7 Sayfa veya Kelime Olacak","type":"firstname","key":"kac_sayfa_veya_kelime_olacak_1547921415141","label_pos":"above","required":"","default":"","placeholder":"","container_class":"","element_class":"","admin_label":"","help_text":"","custom_name_attribute":"fname","personally_identifiable":1,"drawerDisabled":"","field_label":"Ka\u00e7 Sayfa veya Kelime Olacak","field_key":"kac_sayfa_veya_kelime_olacak_1547921415141","value":"","id":"27_1","beforeField":"","afterField":"","parentType":"firstname","element_templates":["firstname","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":9,"idAttribute":"id","label":"Hangi Dilde Olacak","type":"firstname","key":"hangi_dilde_olacak_1547918734875","label_pos":"above","required":"","default":"","placeholder":"","container_class":"","element_class":"","admin_label":"","help_text":"","custom_name_attribute":"fname","personally_identifiable":1,"drawerDisabled":"","field_label":"Hangi Dilde Olacak","field_key":"hangi_dilde_olacak_1547918734875","value":"","id":"28_1","beforeField":"","afterField":"","parentType":"firstname","element_templates":["firstname","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":10,"idAttribute":"id","label":"Ka\u00e7 Kaynak Kullan\u0131lmal\u0131","type":"firstname","key":"kac_kaynak_kullanilmali_1547918961529","label_pos":"above","required":"","default":"","placeholder":"","container_class":"","element_class":"","admin_label":"","help_text":"","custom_name_attribute":"fname","personally_identifiable":1,"drawerDisabled":"","field_label":"Ka\u00e7 Kaynak Kullan\u0131lmal\u0131","field_key":"kac_kaynak_kullanilmali_1547918961529","value":"","id":"29_1","beforeField":"","afterField":"","parentType":"firstname","element_templates":["firstname","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":11,"idAttribute":"id","label":"Hangi Programlar Kullan\u0131lacak","type":"firstname","key":"hangi_programlar_kullanilacak_1547919336026","label_pos":"above","required":"","default":"","placeholder":"","container_class":"","element_class":"","admin_label":"","help_text":"","custom_name_attribute":"fname","personally_identifiable":1,"drawerDisabled":"","field_label":"Hangi Programlar Kullan\u0131lacak","field_key":"hangi_programlar_kullanilacak_1547919336026","value":"","id":"30_1","beforeField":"","afterField":"","parentType":"firstname","element_templates":["firstname","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":12,"idAttribute":"id","label":"Ne Zamana Yeti\u015fecek","type":"firstname","key":"ne_zamana_yetisecek_1547918974338","label_pos":"above","required":"","default":"","placeholder":"","container_class":"","element_class":"","admin_label":"","help_text":"","custom_name_attribute":"fname","personally_identifiable":1,"drawerDisabled":false,"field_label":"Ne Zamana Yeti\u015fecek","field_key":"ne_zamana_yetisecek_1547918974338","value":"","id":"31_1","beforeField":"","afterField":"","parentType":"firstname","element_templates":["firstname","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":13,"idAttribute":"id","label":"Anlatmak \u0130stedikleriniz","type":"textarea","key":"anlatmak_istedikleriniz_1547919316924","label_pos":"above","required":"","default":"","placeholder":"","container_class":"","element_class":"","input_limit":"","input_limit_type":"characters","input_limit_msg":"Kalan karakterler","manual_key":"","admin_label":"","help_text":"","textarea_rte":"","disable_rte_mobile":"","textarea_media":"","drawerDisabled":"","field_label":"Anlatmak \u0130stedikleriniz","field_key":"anlatmak_istedikleriniz_1547919316924","value":"","id":"32_1","beforeField":"","afterField":"","parentType":"textarea","element_templates":["textarea","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":14,"idAttribute":"id","label":"\u0130ntihal Raporu \u0130stiyor musunuz? (Standart olarak %15 alt\u0131nda haz\u0131rlanacakt\u0131r) ","type":"listcheckbox","key":"intihal_raporu_istiyor_musunuz_standart_olarak_15_altinda_hazirlanacaktir_1565335584156","label_pos":"above","required":false,"options":[{"errors":[],"max_options":0,"label":"Evet","value":"evet","calc":"","selected":0,"order":0,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}},{"errors":[],"max_options":0,"label":"Hay\u0131r","value":"hayir","calc":"","selected":0,"order":1,"settingModel":{"settings":false,"hide_merge_tags":false,"error":false,"name":"options","type":"option-repeater","label":"Se\u00e7enekler <a href=\"#\" class=\"nf-add-new\">Yeni ekle<\/a> <a href=\"#\" class=\"extra nf-open-import-tooltip\"><i class=\"fa fa-sign-in\" aria-hidden=\"true\"><\/i> \u0130\u00e7e Aktar<\/a>","width":"full","group":"","value":[{"label":"Bir","value":"bir","calc":"","selected":0,"order":0},{"label":"\u0130ki","value":"iki","calc":"","selected":0,"order":1},{"label":"\u00dc\u00e7","value":"\u00fc\u00e7","calc":"","selected":0,"order":2}],"columns":{"label":{"header":"Etiket","default":""},"value":{"header":"De\u011fer","default":""},"calc":{"header":"Hesap De\u011feri","default":""},"selected":{"header":"<span class=\"dashicons dashicons-yes\"><\/span>","default":0}}}}],"container_class":"","element_class":"","admin_label":"","help_text":"","drawerDisabled":false,"id":"36_1","beforeField":"","afterField":"","value":"","parentType":"list","element_templates":["listcheckbox","input"],"old_classname":"list-checkbox","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":15,"idAttribute":"id","label":"\u00d6deme Yapaca\u011f\u0131n\u0131z Banka","type":"firstname","key":"odeme_yapacaginiz_banka_1547920854983","label_pos":"above","required":"","default":"","placeholder":"","container_class":"","element_class":"","admin_label":"","help_text":"","custom_name_attribute":"fname","personally_identifiable":1,"drawerDisabled":"","field_label":"\u00d6deme Yapaca\u011f\u0131n\u0131z Banka","field_key":"odeme_yapacaginiz_banka_1547920854983","value":"","id":"33_1","beforeField":"","afterField":"","parentType":"firstname","element_templates":["firstname","input"],"old_classname":"","wrap_template":"wrap"},{"objectType":"Field","objectDomain":"fields","editActive":false,"order":16,"idAttribute":"id","label":"G\u00f6nder","type":"submit","processing_label":"G\u00f6nderiliyor...","container_class":"","element_class":"","key":"submit_1547918308744","drawerDisabled":false,"field_label":"G\u00f6nder","field_key":"submit_1547918308744","id":"34_1","beforeField":"","afterField":"","value":"","label_pos":"above","parentType":"textbox","element_templates":["submit","button","input"],"old_classname":"","wrap_template":"wrap-no-label"}];nfForms.push(form);</script><p>The post <a href="https://odevcim.online/matlabda-yeniden-sekillendirme-matlabda-odev-yaptirma-fiyatlari-matlab-bitirme-tezi-matlab-danismanlik/">MATLAB’da Yeniden Şekillendirme – Matlab’da Ödev Yaptırma Fiyatları – Matlab Bitirme Tezi – Matlab Danışmanlık</a> first appeared on <a href="https://odevcim.online">Online (Parayla Ödev Yaptırma)</a>.</p>]]></content:encoded>
					
					<wfw:commentRss>https://odevcim.online/matlabda-yeniden-sekillendirme-matlabda-odev-yaptirma-fiyatlari-matlab-bitirme-tezi-matlab-danismanlik/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>
