Предмет: Алгебра, автор: BROTHERHELLO

Найти-dy, если y=2^x^2

Ответы

Автор ответа: sangers1959

0

Объяснение:

$y=2^{x^2}\\y'=(2^{x^2})'=2^{x^2}*ln2*(x^2)'=2^{x^2}*ln2*2x=2^{x^2+1}*x*ln2.\\dy=(2^{x^2+1}*x*ln2)dx.$

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