Question

what is the derivative of y= (x+1)^(13)?

Answer 1

do you know the power rule
y=x^n
y'=n*x^(n-1)

also the chain rule is used here:
y = F(g(x))
so y'= f '(g(x))*(g'(x))

Answer 2

dy/dx = 13(x+1)^12 * d/dx(x+2)
= 13(x+1)^12

Answer 3

...yes if you just want to give the answer that is it.

Answer 4

and if i'll solve for the 13th derivative, i'll just do that on and on right?

Answer 5

yes since the inside function is x with a constant, the derivative every time will be
d/dx (x+1) which is one
so the second derivative will be 13(x+1)^12 = 13*12(x+1)^11

Answer 6

what is the derivative of y= sqrt of (2x)?

Answer 7

how?

Answer 8

too complex to type lol

Answer 9

i will explain it in words..

Answer 10

isn't it