cos 6x x sin COS Solutioncossin16x Let sin16xt sin t6x oppos

cos 6/x) x (sin COS

Solution

cos(sin-1(6/x))

Let sin-1(6/x)=t

sin t=6/x

opposite=6 and hypotenuse=x

adjacent=sqrt(x2-36)

cos t=adjacent/hypotenuse=sqrt(x2-36)/x

Therefore cos(sin-1(6/x))= sqrt(x2-36)/x

 cos 6/x) x (sin COS Solutioncos(sin-1(6/x)) Let sin-1(6/x)=t sin t=6/x opposite=6 and hypotenuse=x adjacent=sqrt(x2-36) cos t=adjacent/hypotenuse=sqrt(x2-36)/x

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