Find 1-sec8x / 1-sec4x =
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Answered by
1
Answer:
Tan8x/tan4x
Step-by-step explanation:
Here you go
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Answered by
3
Answer:
LHS=sec8x−1sec4x−1
=1−cos8xcos8x1−cos4xcos4x
=2sin2(4x)⋅cos4x2sin2(2x)⋅cos8x
=[2sin4xcos4xcos8x]⋅[sin4x2sin2(2x)]
=[sin8xcos8x]⋅[2sin2xcos2x2sin2x⋅sin2x]
=tan8xtan4x
=RHS
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