find value of sin power 4 A + cos power 4 A
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Answer:
cos4A−sin4A=(cos2A−sin2A)(cos2A+sin2A)
=(cos2A−sin2A).1
=cos2A−(1−cos2A)
=2cos2A−1.
Hence, the answer is 2cos2A−1.
Step-by-step explanation:
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