" If "int(1)/(sqrt(9-16x^(2)))dx=alpha sin^(-1)(beta x)+c" then "alpha+(1)/(beta)

If int(1)/(sqrt(9-16x^(2)))dx=alphasin^(-1)(betax)+c , then alpha+(1)/(beta)=

If int(1)/(sqrt(9-16x^(2)))dx=alphasin^(-1)(betax)+c , then alpha+(1)/(beta)=

"If "int (1)/(sqrt(4x^(2)-5))dx=alpha log|x+sqrt(x^(2)-beta)|,"then "alpha+2beta is

int_0^5 (x+[x])/(e^(x-[x]))dx=alphae^-1+beta "then" (alpha+beta)^2=?

int(dx)/(sqrt((x-alpha)(beta-x)))

int (dx) / (sqrt (sin (x + alpha) cos ^ (3) (x-beta)))

int (dx)/(sqrt((x-alpha)(x-beta)))

int(dx)/((1+sqrt(x))^(2010))=2[(1)/(alpha(1+sqrt(x))^(alpha))-(1)/(beta(1+sqrt(x))^(beta))]+c where alpha,betagt0 then alpha-beta is a)1 b)2 c) -1 d) -2

int 2 sin (alpha-beta) x sin (alpha+beta) x dx