Prove that sin⁴ A-cos⁴A = 2sin² A - 1.
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Answer:
How to prove 2 sin^2 A + cos^4 A = 1 + sin^4 A?
LHS = 2 sin^2A + cos^4 A
= 2 sin^2 A + (cos^2 A)^2
= 2 sin^2 A + (1 - sin^2 A)^2
= 2 sin^2 A + 1 - 2sin^2 A + sin^4A
= 1 + sin^4 A
= RHS.
Proved.
Step-by-step explanation:
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