if tan theta is 1/3 what is the value of theta

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t a n θ + c o t θ = 2,

t a n^{3} θ + \frac{1}{t a n^{3} θ}

If $sec θ - tan θ = \frac{1}{3}$ , the value of $sec θ + tan θ$ is:

If ( $s e c θ$ - $t a n θ$ ) = $\frac{1}{3}$ , the value of ( $s e c θ$ + $t a n θ$ ) is:

\frac{tan 3 θ - 1}{tan 3 θ + 1} = \sqrt{3}

θ

\sqrt{3} tan 2 θ + \sqrt{3} tan 3 θ + tan 2 θ tan 3 θ = 1

θ

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