1.

Let f:A to B f (x) = (x +a)/(bx ^(2) + cx +2), where A represent domain set and B represent range set of function f (x) a,b,c inR, f (-1)=0 and y=1 is an asymptote of y =f (x) and y=g (x) is the inverse of f (x). Area bounded between the curves y = f(x) and y=g (x) is:

Answer»

`2sqrt5 +ln ((3- SQRT5)/(5+sqrt5))`
`2sqrt5 +2ln ((3+ sqrt5)/(3-sqrt5))`
`3SQRT5 +4ln ((3- sqrt5)/(3+sqrt5))`
`3sqrt5 +2ln ((3- sqrt5)/(3+sqrt5))`

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