Sin A +sin^2A =1 then show cos^2A +cos^4A=1
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Answer:
sinA + (1-cos^2A)= 1
sinA - cos^2A=0
SinA = Cos^2A
square both side
Sin^2A=Cos^4A
1-cos^2A=COS^4A
THEREFORE
cos^2A + cos^4A=1
Hence Proved.
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