We know that any point P on the unit circle can be defined as follows:
P = (cos theta, sin the...
Mathematics, 18.04.2020 00:26 samantha9430
We know that any point P on the unit circle can be defined as follows:
P = (cos theta, sin theta), where theta is the angle measured counterclockwise between the positive x axis and the radius to point P.
(a)Point Q starts at (-1,0) and rotates clockwise. What parametric equation can you use to describe the coordinates of Q after it has rotated theta degrees? Simplify you answer so it is in terms of cos theta and sine theta. Explain all you work, including the simplification.
(b) Point R starts at (0,-1) and rotates counterclockwise. What parametric equation can you use to describe the coordinates of R after it has rotated theta degrees? Simplify your answer so that it is in terms of cos theta and sin theta. Explain all you work, including the simplification.
Answers: 1
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