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If `sin^(-1)(tan(pi)/4)-sin^(-1)(sqrt(3/y))-(pi)/6=0` and `x^(2)=y` then `x` is equal toA. `2`B. `4`C. `sqrt(2)`D. `sqrt(3)` |
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Answer» Correct Answer - A `sin^(-1)-sin^(-1)(sqrt(3/y))-(pi)/6=0` `impliessin^(-1)(sqrt(3/y))=(pi)/3implies(sqrt(3))/2=sqrt(3/y)` `impliesy=5impliesx=+-2` |
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