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Example 1: Movement Around the Unit Circle
Find the vector equation for a particle which moves counterclockwise around the unit circle, and is at the point (1,0) at time t = 0, shown in Figure 10.6.1. Figure 10.6.1 The motion is given by the parametric equations x = cos t, y = sin t, and the vector equation X = cos ti + sin tj.
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Home Vectors Vector Valued Functions Examples Example 1: Movement Around the Unit Circle |