Let `g(x)=cosx^2,f(x)=sqrt(x)` and `alpha,beta(alpha < beta)` be the roots of equation

Let g(x)=cos x^(2),f(x)=sqrt(x) and alpha,beta(alpha

Let g(x)=cos^2 x,f(x)=sqrtx and alpha,beta (alpha

Let g(x)=cos^2 x,f(x)=sqrtx and alpha,beta (alpha

Let g(x)=cos^2 x , f(x)=sqrtx and alpha , beta ( alpha < beta ) be the roots of the quadratic equation 18x^2-9pix+pi^2-0 . Then the area (in sq. units) bounded by the curve y=(gof)(x) and the lines x=alpha,a=beta and y=0 is

Let g (x) =x ^(2),f (x) = sqrtx, and alpha, beta ( alpha lt beta) be the roots of the quadratic equation 18 x ^(2) - 9pix + pi^(2) =0. Then the area (is sq. units) bounded by curve y = (gof) (x) and the lines x =alpha, x = betaand y =0 is :

Let f(x)=x^(2), g(x)="cos" x and alpha,beta (alpha lt beta) be the roots of the equation 18x^(2)-19pi x+pi^(2)=0 . Then the area bounded by the curves u="fog"(x) , the ordinates x=alpha, x=beta and the X-asis is

Let alpha (x) = f(x) -f (2x) and beta (x) =f (x) -f (4x) and alpha '(1) =5 alpha'(2) =7 then 2nd the vlaue of beta'(1)-10

Let alpha (x) = f(x) -f (2x) and beta (x) =f (x) -f (4x) and alpha '(1) =5 alpha'(2) =7 then find the vlaue of beta'(1)-10

Let f(x)=sin^(2)(x +alpha)+sin^(2)(x +beta)-2cos(alpha-beta)sin(x+alpha)sin(x +beta) . Which of the following is TRUE ?