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(1)/(5+7 cos 2x)...

`(1)/(5+7 cos 2x)`

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int(1)/(7+5 cos x)dx=

int(1)/(7+5 cos x)dx=

int(dx)/(5+7cos2x)=

int(1)/(7+5cos x)dx=

int (1)/(7 + 5 cos x ) dx =

int(1)/(7+5cos x)dx=

Evaluate the following integral int (cos 7x - cos 8x )/(1 + 2 cos 5x) dx

If x in (0,pi/2), then show that cos^(-1)(7/2(1+cos2x)+sqrt((sin^2x-48cos^2x))sinx)=x-cos^(-1)(7cosx)

If x in (0,pi/2), then show that cos^(-1)(7/2(1+cos2x)+sqrt((sin^2x-48cos^2x))sinx)=x-cos^(-1)(7cosx)

If x in (0,pi/2), then show that cos^(-1)(7/2(1+cos2x)+sqrt((sin^2x-48cos^2x))sinx)=x-cos^(-1)(7cosx)