Show that 1 ➖ tan square A by cot square A ➖ 1 is equals to tan square A
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Solution:
LHS = (1-tan²A)/(cot²A-1)
=(1-tan²A)/[(1/tan²A)-1]
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Since, cotA = 1/tanA
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= (1-tan²A)/[(1-tan²A)/tan²A]
After cancellation, we get
= tan²A
= RHS
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