Math, asked by VijayaLaxmiMehra1, 11 months ago

If TanA + CotA = 2, find value of Tan^2A + Cot^2A.​


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Answers

Answered by mass32
3

ans=2

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Answered by rajnandanikumari33
5

Solution:

TanA + CotA = 2

squaring both sides,

(TanA + CotA) = 4

Tan^2A + Cot^2A + 2TanA × CotA = 4

Tan^2A + Cot^2A + 2 × 1 = 4

Tan^2A + Cot^2A + 2 = 4

Tan^2A + Cot^2A = 4 - 2 = 2

Hope it's help you.....

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