Question

Найдите производные 1 и 2 порядка у=

Answer 1

Ответ:

тогда y = u5 . По первой

формуле в таблице производных находим

y ′ = 5u4 · u′ = 5 cos4 x(cos x)′ = 5 cos4 x(− sin x);

x

б) обозначим u(x) = sin x, тогда y = ln u. По третьей формуле в

Answer 2

Finding the First and Second Derivatives

To find the first and second derivatives of the function y = f(x), we need the actual function expression. However, the search results provided do not contain the necessary information to determine the function and its derivatives.

Please provide the function expression so that I can assist you further in finding the derivatives.