Question

If tan tita+1/tan tita=2 prove that tan^2tita+1/tan^2tita =2​

Answer 1

Answer:

tan∅ + 1/tan∅ = 2 Square on both sides, (tan∅ + 1/tan∅)² = 2² tan²∅ + 1/tan²∅ +2(tan∅×1/tan∅) = 4 tan²∅ + 1/tan²∅ + 2 = 4 tan²∅ + 1/tan²∅ = 4 - 2 tan²∅ +1/tan²∅ = 2 I hope this will help you

Step-by-step explanation:

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