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Can you find ANY point of a trigonomic function with only the radius, and an angle without using a system of equations to find the point of intersection between the circle's ray and its itself?

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Can you find ANY point of a trigonomic function with only the radius, and an angle without using a system of equations to find the point of intersection between the circle's ray and its itself?

 

Well [math]rcos(\theta)[/math] and [math]rsin(\theta)[/math] are the trig functions for angle theta and radius r. Does that answer your question?

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