If tan theta = cot theta then value of( tan theta + cot theta)square i

1.	If tan theta = cot theta then value of( tan theta + cot theta)square is
Answer» Step-by-step EXPLANATION: $Given: \: tan \theta \: = cot \theta \\ therefore \\ {(tan \theta \: + cot \theta )}^{2} \\ = {(tan \theta \: + tan \theta )}^{2} \\ = {(2tan \theta )}^{2} \\ = 4 {tan}^{2} \theta$

If tan theta = cot theta then value of( tan theta + cot theta)square is

Answer»

Step-by-step EXPLANATION:

$Given: \: tan \theta \: = cot \theta \\ therefore \\ {(tan \theta \: + cot \theta )}^{2} \\ = {(tan \theta \: + tan \theta )}^{2} \\ = {(2tan \theta )}^{2} \\ = 4 {tan}^{2} \theta$

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If tan theta = cot theta then value of( tan theta + cot theta)square is

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