Failed to connect to MySQL: Access denied for user 'examnext_online'@'localhost' (using password: YES) Suppose that the function f, g, f’, and g’ are continuous over [0,1] , g(x) `!=0` for x `in` [0,1],f(0)=0,g(0)`=pi`, f(1)=`2015/2` , g(1) =1.The value of`int_0^1 (f(x)g'(x)(g^2(x)-1)+f'(x).g(x)(g^2(x)+1))/(g^2(x)) dx` is equal to - Sarthaks eConnect

Suppose that the function f, g, f’, and g’ are continuous over [0,1] , g(x) `!=0` for x `in` [0,1],f(0)=0,g(0)`=pi`, f(1)=`2015/2` , g(1) =1.The value of
`int_0^1 (f(x)g'(x)(g^2(x)-1)+f'(x).g(x)(g^2(x)+1))/(g^2(x)) dx` is equal to

Suppose that the function f, g, f’, and g’ are continuous over [0,1] , g(x) `!=0` for x `in` [0,1],f(0)=0,g(0)`=pi`, f(1)=`2015/2` , g(1) =1.The value of

`int_0^1 (f(x)g'(x)(g^2(x)-1)+f'(x).g(x)(g^2(x)+1))/(g^2(x)) dx` is equal to

A.

2013

B.

2014

C.

2015

D.

2016