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If tan a theta-tan b theta=0, then prove...

If `tan a theta-tan b theta=0`, then prove that the values of `theta` forms an A.P.

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To prove that the values of \( \theta \) satisfying the equation \( \tan(a\theta) - \tan(b\theta) = 0 \) form an arithmetic progression (A.P.), we can follow these steps: ### Step 1: Start with the given equation We start with the equation: \[ \tan(a\theta) - \tan(b\theta) = 0 \] ...
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