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If f(x) = integral (3,x) sqr root (1+t^3) dt, find (f^1)'(0)
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\[if f(x)=\int\limits_{x}^{3}\sqrt{(1+t^3} dt, find (f^-1)(0)\]
since \(f(3)=0\) then \(f^{-1}(0)=3\)
|dw:1377135763173:dw|This is what I got so far. So now what
Looking in the book I see the answer is|dw:1377135961265:dw|
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