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Trigonometry
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Solve the given equation. tan θ − 3 cot θ = 0
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\[\tan \theta= 3 \cot \theta\] now \[\frac{ \tan \theta }{ \cot \theta }=3\] then \[\tan^2 \theta= 3-----and \tan \theta= \sqrt (3)\] find theta
pi/3 correct
correct
\[\tan \theta= -\sqrt{3}\] is also possible...
no , quantity under root cant be negative else it will be complex
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it is a plus or minus because of the square root. pi/3 +pi k, 2pi/3 +pi k
Both of u were so much help thank u!
yea you're right sorry i am bit sleepy
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