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Home Trigonometric Functions Derivatives of Trigonometric Functions Examples Example 3: Angular Velocity |
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Example 3: Angular Velocity
A particle travels around a vertical circle of radius r0 with constant angular velocity ω = dθ/dt, beginning with θ = 0 at time t = 0. If the sun is directly overhead, find the position, velocity, and acceleration of the shadow. Let us center the circle at the origin in the (x, y) plane (Figure 7.2.5). Then x = r0 cos θ, y = r0 sin θ.
Figure 7.2.5
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Home Trigonometric Functions Derivatives of Trigonometric Functions Examples Example 3: Angular Velocity |
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