Ответ:
Пошаговое объяснение:
(sin(x))'=cos(x)
(tg(x))'=
(ctg(x))'=
(U*V)'=U'V+UV'
y=(sin(x)-tg(x))*ctg(x)
y'=(sin(x)-tg(x))'*ctg(x)+(sin(x)-tg(x))*ctg(x)'=
=
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Ответ:
Пошаговое объяснение:
(sin(x))'=cos(x)
(tg(x))'=
(ctg(x))'=
(U*V)'=U'V+UV'
y=(sin(x)-tg(x))*ctg(x)
y'=(sin(x)-tg(x))'*ctg(x)+(sin(x)-tg(x))*ctg(x)'=
=