`int(dx/((x+100) sqrt(x+99))) = f(x) +c`
then find`f(-99) `

int dx/((x+100)sqrt(x+99)) = f(x) + c then f(x) =

If int (1)/((x + 100) sqrt(x + 99)) dx = f (x) + c then f(x) =

If int(dx)/((x+100)sqrt(x+99))=f(x)+C , then f(x) is

int (dx)/((x+100)sqrt(x+99))=f(x)+c rArr f(x)=

I : int (dx)/(sqrt(x)(x+9))=f(x)+c constnat, then f(x)=(2)/(3)Tan^(-1)((sqrt(x))/(3)) II : int (dx)/((x+100)sqrt(x+99))=f(x) +c rArr f(x)=2 Tan^(-1)sqrt(x+99)

int(f'(x))/(sqrt(f(x)))dx=…+C,f(x) ne 0

If int e^(sqrt(x)) " dx = K.e"^(sqrt(x)) f(x ) + c then K f(x) =

int (f'(x))/(sqrt(f(x)))dx=

int(f'(x))/(sqrt(f(x)))*dx

If int ( 2dx)/(sqrt(cot^2x - tan^2 x) ) = - sqrt(f(x) ) + c , then f(x) =