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Let f(x) = x2 - 16. Find f-1(x).
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@asnaseer @PFEH.1999
to find the inverse: replace f(x) by y: y = x^2 - 16 now invert x and y x = y^2 - 16. now put it back in the form of f(x) = y y = sqrt(x + 16)
the new y is f-1(x)
\[f⁻¹(y) = \sqrt{y + 16}\]
here's the answer choices though so would it be B?
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yes, B
okay thanks so much
glad to help :)
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