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Find the inverse of the function. f(x)= sqrt cubed x/8 -4
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\[\sqrt[3]{x/8}-4\]
f^-1(x) = [8(x + 4)]^3 is this the right answer?
it is easy just follow these steps:
move 4 to the other side, cube both sides, multiply by 8, change y to x and x to y.
the number 8 is outside the barracket
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f^-1(x) = 8[(x + 4)]^3
ok so it is the right answer?
hope this is helpful, Regards
thanks :)
You are welcome.*^
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