Find the general solution of \(\tan\theta = 0\).
Q.2 (i) Find the general solution of \(\tan\theta = 0\).
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Answer: \(\theta = n\pi,\ n \in Z\)
\(\tan\theta = 0 = \tan 0\). The general solution of \(\tan\theta = \tan\alpha\) is \(\theta = n\pi + \alpha\), so \(\theta = n\pi\), where \(n \in Z\).
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· 28 Oct 2026
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