A curve $C$ has parametric equations $x = 1 - \sin heta$, $y = heta + \cos heta$, where $-\pi

Question

A curve $C$ has parametric equations $x = 1 - \sin 	heta$, $y = 	heta + \cos 	heta$, where $-\pi \le 	heta \le \dfrac{\pi}{2}$. Sketch the graph of $C$, stating the exact coordinates of the end points. [2]

Accepted Answer

x-intercept at (1.67, 0)

Worked Example 7

Worked Example 7

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