Question

find the f-1 the inverse for f(x)= (x-1)^3
Help

Answer 1

switch y and x around, solve.

Answer 2

y=(x-1)^3
x=(y-1)^3 than what do i do after that

Answer 3

Solve for y.

Answer 4

details please

Answer 5

Well, best get rid of that ^3.
How do you go about that?

Answer 6

square root???

Answer 7

almost... but that's for getting rid of ^2 (squares)
How do you get rid of the ^3 (cube) ?
;)

Answer 8

i thought thats where u come in place and tell me

Answer 9

the cube root?

Answer 10

i dont know

Answer 11

Get the cube root of both sides of
\[\Large x = (y-1)^3\]

Answer 12

??
\[\Large \sqrt[3]x = \sqrt[3]{(y-1)^3 }\]

Answer 13

than it x=\[\sqrt[3]{y-1?}\]

Answer 14

Not exactly, no.

Answer 15

im confused

Answer 16

\[\Large \sqrt[3]{p^3}=\color{red}?\]

Answer 17

x

Answer 18

lol i dont know

Answer 19

pardon? lol

Answer 20

its been almost 10yrs ago since i have takin algebra in high school so i need major help as u see

Answer 21

Shame, that.
Perhaps you should recall your laws of exponents?

Answer 22

ayy ayy captain