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[/img]
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[/img]
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[/img]
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[/img]
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[/img]
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[/img]
f(x) = sin(3x - 1) fonksiyonunun periyodunu bulunuz.
f:R → R olmak üzere f(x) = 3x - 2 fonksiyonunun periyodik olup olmadığını bulunuz.
g(x) = cos(4x) fonksiyonlarının periyodunu bulunuz.
[img]data:image/png;base64,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[/img]
1)a sürgüsünü oluşturunuz. Sürgünün minimum değerini 0.01, maksimum değerini 2, artış[br]değerini 0.01 yapınız.[br]2)Girişe dizi yazınız. Açılan satırda ifade, değişken, başlangıç, bitiş, artış yerlerine sırasıyla[br](i,sin(i)+1), i, -3pi, 3pi, a yazınız. Enter tuşuna basınız.[br]3)Sürgüyü a = 1.73 konumuna getirdiğinizde ekranda birkaç noktadan oluşan sinx + 1[br]fonksiyonunun grafiği belirmeye başlayacaktır.[br]4)Cebir penceresindeki liste1 kümesinde bu noktaların koordinatları görülecektir.[br]a = 1.73 sayısı ardışık noktaların apsisleri arasındaki mesafeyi gösterir.[br]5)Noktalar arasındaki mesafeyi azaltmak için sürgüyü a = 0.15 konumuna getiriniz.[br]6)Ardışık noktalar birbirine yaklaşacak ve sinx + 1 fonksiyonunun grafiği ortaya çıkacaktır.