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9.In triangle ABC, right-angled at B, iftan A, find the value of:0 sin A cos C+ cos A sin C(i) cos A cos C - sin A sin C |
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Answer» sin(A+B) = sinA.cosB + cosA.sinB cos(A+B)= cosA. cosB - sinA.sinB Given: tanA=1/√3 A=30° since B is right angle, C=60° Now, sinA.cosC + cosA.sinC =sin(A+C) =sin(30°+60°) =sin90° =1 cosA.cosC - sinA.sinC =cos(A+C) =cos(30°+60°) =cos90° =0 |
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