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

Resimdeki birleştirici aksesuvara ne ad verilir?

Soru 2
Şekildeki teknik çizim hangi detaya aittir?

Soru 3
Aşağıdaki seçeneklerden hangisi volan için yapılan bir tekik çizimdir?
Soru 4
Aşağıda verilen hangi seçenek bir aksesuardır?
Soru 5
Bir arkadaşınız tasarımında pagoda biçiminde bir teknik uyguladığından bahsetse ve size şekildeki teknik çizimleri gösterse bu pagoda tekniğini nerede uyguladığını düşünürsünüz?

Soru 6
Şekilde görülen teknik çizim neye aittir?

Soru 7
Silüet çiziminde omuz genişliği ne kadar olmalıdır?
Soru 8
Silüet çiziminde öncelik nedir?
Soru 9
Silüet çiziminde simetrik bir giysi tasarlanıyorsa simetri ekseni ne olmalıdır?
Soru 10
Aşağıdaki seçeneklerden hangisi bir aksesuar değildir?
Soru 11
T cetveli, iletki, gönye, pistole, pergel ve rapido kalemi gibi araç ve gereçler, moda sektörünün hangi aşamasında gereklidir?
Soru 12
Aşağıdaki maddelerin hangisi Teknik çizimlerin kullanım yerlerine yönelik bazı örneklerdendir?

I. Sunum ve tasarım geliştirme paftaları

II. Koleksiyon ya da ürün grubu panoları

III. Stil katalogları

IV. Ölçü yerleri ya da teknik özellik paftaları

V. Maliyet tabloları

VI. Trend öngörü katalogları

VII. Satın alma planları

VIII. Hazır patron katalogları ve ürün açıklama- ları

Soru 13
Pergelle çizilemeyen eğri çizgilerin ve yayların düzgün şekilde çizilmesinde kullanılan çizim aracının ismi nedir?
Soru 14
Moda tasarımında Siluet çizim hangi amaç için kullanılmıştır?
Soru 15
Giysi tasarımında tasarımcının tasarım fikirlerini anlatmada kullandığı temel iki çizim türü vardır. Aşağıdaki şıklardan hangisi bu türe giriyor?
Soru 16
Teknik çizim hazırlanırken zorunlu olan kural nedir?
Soru 17
Aşağıdakilerden hangisi, çizimlerin tasarım okullarında, stüdyolarında ve  endüstrideki kullanım alanlarını sınıflandırdığımızda, bu gurubun içinde yer almaz ?
Soru 18
"Bir veya iki tarafında milimetrik ölçüler bulunan çizim aracıdır. Ölçüleri işaretlemek, verilen ölçüye göre çizgi çizmek ve var olan çizimler üzerinden ölçü almada kullanılmaktadır" bu tanım aşağıdakilerden hangi araci açıklamaktadır?
Soru 19
Aşağıdakilerden hangisi, giysi tasarımında aksesuarlar malzemelerinden biri değildir?
Soru 20
Giysi tasarımlarının özgünlüğüne katkıda bulunan ve giysilerin model özelliklerini belirleyen parçalar aşağıdakilerden hangisidir?

I. pensler

II. kuplar

III. kapamalar

IV. manşetler

V. cepler