Question

Find the Derivative of 7e^(x+3)+e^-1

Answer 1

\[7e ^{x+3}+e ^{-1}\]

Answer 2

what is the x

Answer 3

7(2.718281828459045x+3)+2.718281828459045−1

Answer 4

what do you mean? I need to find the derivative.

Answer 5

if you are Evaluate i need to find the x

Answer 6

No, we do not need to find x just f'(x)

Answer 7

sorry i don't know

Answer 8

e^-1 is constant, then derivative =0

Answer 9

\(7e^{x+3}= 7(e^x.e^3)\)

Answer 10

ok

Answer 11

so that it is 7e^3 e^x,
the first 2 term are constant , so let them as they are., just the last one need to take derivative

Answer 12

(e^x)' = e^x

Answer 13

so that the whole thing is \(7e^{x+3}\)