(tan 0 + 2) (2 tan 0 + 1) = 5 tan 0 + sec2 0
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ANSWER
We have identity sec
2
θ=tan
2
θ+1. Substituting this identity in the given equation, we obtain tan
2
θ+1=2+2tanθ
tan
2
θ−2tanθ−1=0
By solving above quadratic equation, we obtain tanθ=1±
2
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