If f(x) is continuous function , then

State which of the following is correct : If f(x) is a continuous function, then -

Let f:R rarr[0,oo) be a differentiable function so that f'(x) is continuous function then int((f(x)-f'(x))e^(x))/((e^(x)+f(x))^(2))dx is equal to

If int f(x)dx = F(x), f(x) is a continuous function,then int (f(x))/(F(x))dx equals

If f(x) is continuous function AAx in R and the range of f(x) = (2, sqrt26) and g(x) = [fracf(x)(a)] is continuous AAx in R Then least positive integral value of a is

If f(x) is continuous function AAx in R and the range of f(x) is (2,sqrt(26)) and g(x)=[(f(x))/c] is continuous AAx in R , then find the least positive integral value of c , where [dot] denotes the greatest integer function.

If f(x) is continuous function AAx in R and the range of f(x)i s(2,sqrt(26))a n dg(x)=[(f(x))/c] is continuous AAx in R , then find the least positive integral value of c , where [dot] denotes the greatest integer function.

If int f(x)dx=F(x),f(x) is a continuous function,then int(f(x))/(F(x))dx equals

If f(x) is continuous function in [0,2pi] and f(0)=f(2 pi ), then prove that there exists a point c in (0,pi) such that f(x)=f(x+pi).

If f(x) is continuous function in [0,2pi] and f(0)=f(2 pi ), then prove that there exists a point c in (0,pi) such that f(x)=f(x+pi).