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Prove the following trigonometric identities:

cot2A cosec2B - cot2B cosec2A = cot2A - cot2B

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cot2A cosec2B - cot2B cosec2

= cot2A(1+ cot2B) - cot2B(1+ cot2A)

= cot2A + cot2A cot2B - cot2B - cot2A cot2B

= cot2A - cot2B

Hence Proved.

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