If sinA+sinB+sinC+sinD=4 then find sinA.sinB.sinC.sinD.

Question

Vikas TU · Answer

If sinA+sinB+sinC+sinD=4 is given, then it would only be 4 when all sins would attain its maximum value from its range that is 1. therfore sinA = sinB =sinC =sinD = 1. And thus the product would be = 1^4 = 1.

SYED FAHIM AHAMAD · Answer

if sin a +sin b +sin c +sin d =4 then sina.sinb.sinc.sind =1 getting maximam vatue lesser equals 1 sin A =SIN B =SIN C=SIN D=1 SO sin A.SIN B.SIN C.SIN D =1.1.1.1=1

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If sinA+sinB+sinC+sinD=4 then find sinA.sinB.sinC.sinD.

If sinA+sinB+sinC+sinD=4 then find sinA.sinB.sinC.sinD.

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