Prove that 
OR
Solve the equation for x :
[CBSE 2016]
Given: ![]()
Re - writing the given equation in the form of tan – 1, we get,
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Formula: ![]()

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Formula: ![]()
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Hence, proved.
OR
Given: ![]()
Re - writing the given equation as,
Taking, tan-1x = m…..(1)
tan m = x
Now, drawing the right-angled triangle for this condition we get,

Formula:
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Therefore,
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And thus,
m ![]()
Therefore, we get,
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[CBSE 2016]
[CBSE 2016]