Find the derivative of the function. y =

Question

Quizplus · Accepted Answer

This is a complex number in exponential form, where the real part is 11 and the imaginary part is given by the rest of the expression. To find the derivative, we simply take the derivative of the imaginary part with respect to the variable being differentiated. In this case, there are no variables explicitly stated, so we assume it is with respect to the standard variable, which is usually x. However, since the variable is not explicitly stated, we can ignore it for the purposes of differentiation and treat the imaginary part as a constant.

The derivative of any constant is 0, so the derivative of this complex number is just the derivative of the real part, which is 0.

Therefore, the answer is D) 11eaa3e5_5553_e153_9f8f_65d44a8f3e9c_TB5971_11.

Find the Derivative of the Function