if X,Y,Z are angles of a triangle then find the maximum value of sinX.sinY.sinZ
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0.866025404×0.866025404×0.866025404
karry62:
sin60 dgree=0.866025404 so this is the answer
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Given; X Y And Z
To Find; the Maximum value of sinxsinysinz
Solution; This will be maximum when all the angles are ninety but since these are angles of a triangle so it will be maximum when all angles are sixty degrees
SinX=SinY=SinZ=0.87
sinX.sinY.sinZ=0.66
Hence the maximum value is 0.66
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