Question

tanA +1/tanA =2 then show tanA^2 + 1/tan^2 =2​

Answer 1

Answer:

Hey Hi

Hope this helps

For any doubt comment below

Stay Home Stay Safe

Regards

Rishabh Bansal

Answer 2

Step-by-step explanation:

tanA+1/tanA=2

=>(tanA+1/tanA)^2=4  (squaring both sides)

=>tanA^2 +1/tanA^2+2*tanA*1/tanA=4

=>tanA^2+1/tanA^2=4-2

=>tanA^2+1/tanA^2=2

Hence,proved that tanA^2+1/tanA^2=2

Please mark me brainliest