Let F(x)=x(1+xn)1/n for n≥2 and g(x)=(f∘f∘..∘f)� – InterviewSolution

1.	Let F(x)=x(1+xn)1/n for n≥2 and g(x)=(f∘f∘..∘f)f occours n times(x). Then ∫xx−2g(x)dx equals.
Answer» Let $F (x) = \frac{x}{(1 + x^{n})^{1 / n}}$ for $n \geq 2$ and $g (x) = (f \circ f \circ . . \circ f)      f occours n times (x)$ . Then $\int x^{x - 2} g (x) d x$ equals.

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