If sinA + sinsquare A = 1 , then cossquare A+ cosfourth A = ?
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Answer:
cos^2A+cos^4A=1
Step-by-step explanation:
sinA+sin^2A=1
sinA=1-sin^2A
sinA=cos^2A
squaring on both sides
sin^2A=cos^4A
Now cos^2A+cos^4A=sinA+sin^2A=1
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