Question

Чему равна производная e^-2

Answer 1

E является константой
производная константы равна 0

Answer 2

Derivative of e^-2

The derivative of the function e^-2 can be found using the chain rule of differentiation. The derivative of e^x is e^x, and when applying the chain rule, the derivative of e^(u) is e^(u) * u', where u' is the derivative of u with respect to x.

Therefore, the derivative of e^-2 is -e^-2.