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can someone help me find the inverse of f(x). and determine whether it is a function, and please state its domain and range.
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To find the inverse of a function, switch the y and x values, and then evaluate for y.
\[f(x)=\sqrt[3]{x+1}\]
So we'll start by swapping out y [f(x)] and x, then solving for y: \[x=(y+1)^{3}\] So to find y we'll cube root both sides: \[x^{1/3} = y+1\]And finally we'll subtract 1 from both sides: \[y=x^{1/3} -1\]
so its a function with all real numbers ?
Yes, that seems right to me, as you can take the cube root of any number x.
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alright thanks!(:
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