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The simplified form of `sqrt(1+sin""((x)/(8)))` is ______A. `sin""((x)/(8))+cos""((x)/(8))`B. `sin""((x)/(16))+cos""((x)/(16))`C. `sin""((x)/(4))+cos""((x)/(4))`D. None of these |
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Answer» Correct Answer - B (i) Apply `sqrt(1+sin2A)= sinA+ cos A`. (ii) `sin""(x)/(8) = sin2((x)/(16)) and sin2 theta=2 sin theta cos theta. ` (iii) Use the identity `1=sin^(2) theta + cos^(2) theta`. |
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