the value of sin2A+sin4A/1+cos2A+cos4A is equal to A) Cora B) cot2A C) tana D) tan2A
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Answer:
sin2a+sin4a/1+cos2a+cos4a
sin2a+sin2(2a)/1+cos2a+cos2(2a)
sin2a+2sin2acos2a/1+cos2a+2cos^2(2a)-1
sin2a(1+2cos2a)/cos2a(1+2cos2a)
sin2a/cos2a
tan2a
option d
Step-by-step explanation:
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