1 answer

Use the law of sines to solve the given problems. Point $P$ on the mechanism shown in Fig. 9.67 is

Question:

Use the law of sines to solve the given problems. Point $P$ on the mechanism shown in Fig. 9.67 is driven back and forth horizontally. If the minimum value of angle $\theta$ is $32.0^{\circ},$ what is the distance between extreme positions of $P ?$ What is the maximum possible value of angle $\theta ?$


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Maximizing an Angle In the figure, find the value of $c$ in the interval $[0,4]$ on the $x$ -axis that maximizes angle $\theta$ .

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