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f(x)= 15-x^2 x greater than or equal to 0 f^-1 (x)= ?
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put \[x=15-y^2\] and solve for y
you get \[y^2=15-x\] and so \[y=\pm\sqrt{15-x}\] but since the domain of your original function was positive numbers your answer is \[f^{-1}(x)=\sqrt{15-x}\]
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