IF CosA+cos2A=1,then find the value of sin2A+sin4A
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class 10th
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Answered by
6
Cos A+Cos2A=1
=> cosA = 1 – cos2A = sin2A
So, Required is
sin2A + sin4A
= Cos A+Cos2A
=1
=> cosA = 1 – cos2A = sin2A
So, Required is
sin2A + sin4A
= Cos A+Cos2A
=1
Answered by
2
Cos A+Cos2A=1
=> cosA = 1 – cos2A = sin2A
So, Required is
sin2A + sin4A
= Cos A+Cos2A
=1
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