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what is the period of y=cot x? a:2pi b:pi/2 c:pi d:1/pi
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\[y=\sin^{2n}(ax), y=\cos^{2n}(ax) ,y=\tan^n{ax} ,y=\cot^n(ax) ,y=|\sin(ax)|,y=|\cos(ax)| \rightarrow t=period=\frac{\pi}{|a|}\\ \space \\y=\sin^{2n+1}(ax), y=\cos^{2n+1}(ax) \rightarrow t=period=\frac{2\pi}{|a|}\]
so would it just be 2pi? sorry i dont know that much in the math area
\[y=\sin^{2n}(ax),y=\cos^{2n}(ax),y=\tan^nax,y=\cot^n(ax) \rightarrow t=\frac{\pi}{a}\]
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