Question

Calculus help!

Answer 1

Have you considered the 1st Derivative?

Answer 2

The first derivative is equal to 0

Answer 3

Is that suppose to be t and not x

Answer 4

its supposed to be t.

Answer 5

Ok so what's the derivative

Answer 6

0

Answer 7

Why

Answer 8

Use the chain rule

Answer 9

Because its with respect to t. the constant e^sinx = 0 for the derivative

Answer 10

You just told me it was suppose to be t

Answer 11

I thought you meant the s(t) part. Its s(t)=e^sinx

Answer 12

As stated, there are infinitely many values for t where s'(t) = 0, since s(t) is a constant with some odd, unknown parameter, x.

We have a problem statement that is incorrect. Let's not work with that.

The corrected problem statement should say, \(s(t) = e^{\sin(t)}\)

Please calculate s'(t) for this definition.