Question

i need help plz

Answer 1

take the derivative.

Answer 2

no then just solve for: f'(x) = 0

Answer 3

i lookd at the solution manual it says something about rolles theorem

Answer 4

oh Rolle's theorem.. I forgot what it says.. let me check..

Answer 5

okyy :D

Answer 6

im here miss

Answer 7

If a real-valued function ƒ is continuous on a closed interval [a, b], differentiable on the open interval (a, b), and ƒ(a) = ƒ(b), then there exists a c in the open interval (a, b) such that f'(x) = 0

Answer 8

plug in 0 and 1 into ur function
they both yield the value zero.

so f(0) = f(1)

Answer 9

yea him is right if F(0) =F(1) then according to rolle's theorem there's f'(c) = 0

Answer 10

this means that f'(x) is zero atleast once in the given interval

Answer 11

got it lana?

Answer 12

lol thts easier thn i thout thnxxxxx him nd bahrom

Answer 13

anytime fr u

Answer 14

yur the besttttt