Prove that cot raised to 4 minus 1 is equal to cosec raise to 4 - 2 cosec square A
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Answer:
cot⁴A-1=cosec⁴A-2cosec²A
cos⁴A/sin⁴A - sin⁴A/sin⁴A = 1/sin⁴A - 2sin²A/sin⁴A
cos⁴A-sin⁴A=1-2sin²A
(cos²A+sin²A)(cos²A-sin²A)=cos²A+sin²A-2sin²A
cos²A-sin²A=cos²A-sin²A
Thus proved.
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