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" Find "x(1)quad sin(2cos^(-1)(cot(2tan^...

" Find "x_(1)quad sin(2cos^(-1)(cot(2tan^(-1)x)))=0

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sin(Cot^(-1)(cos(Tan^(-1)x)))=

sin[cot^(-1){cos(tan^(-1)x)}]=

sin(cot^(-1)(tan(tan^(-1)x))),x in(0,1]

sin{cot^(-1)[cos(tan^(-1)x)]}=....

Sin[2Cos^(-1){Cot(2tan^(-1)x)}]=0 Find x

If sin[2cos^(-1){cot(2tan^(-1)x)}]=0,x>0 then x =

Solve: sin[2\ cos^(-1){cot(2\ tan^(-1)x)}]=0

Solve: sin[2\ cos^(-1){cot(2\ tan^(-1)x)}]=0

Solve: sin[2\ cos^(-1){cot(2\ tan^(-1)x)}]=0