Find a way of parameterizing the following curve: $y^2=\sin x $.
I have already tried $x(t) = (\sqrt t, \sin^{-1} t) $ but this only gives part of the curve because of the nature of the sqrt function and the sine function. Any suggestions?
Find a way of parameterizing the following curve: $y^2=\sin x $.
I have already tried $x(t) = (\sqrt t, \sin^{-1} t) $ but this only gives part of the curve because of the nature of the sqrt function and the sine function. Any suggestions?
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