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1 + tan^2A/1 + cot^2A =

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Choose the correct option. Justify your choice.

1 + tan2A/1 + cot2A =

(A) secA

(B) -1

(C) cot2A

(D) tan2A

1 Answer
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Correct option: (D) tan2A

Explanation:

We know that,

tan2A = 1/cot2A

Now, substitute this in the given problem, we get

1+tan2A/1+cot2A

= (1+1/cot2A)/1+cot2A

= (cot2A + 1/cot2A) × (1/1 + cot2A)

= 1/cot2A = tan2A

So, 1+tan2A/1 + cot2A = tan2A

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