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Home Vectors Vector Derivatives Examples Example 5: Velocity, Speed, Accelleration on a Parabolic Curve | |
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Example 5: Velocity, Speed, Accelleration on a Parabolic Curve
Find the velocity, speed, and acceleration of a ball moving on the parabolic curve S = v1ti + (v2t - 16t2)j. Figure 10.7.4 Velocity: V = v1i + (v2 - 32t)j. Speed: Acceleration: A = -32j. We see in Figure 10.7.4 that the velocity vector is tangent to the parabola, while the acceleration vector points straight down.
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Home Vectors Vector Derivatives Examples Example 5: Velocity, Speed, Accelleration on a Parabolic Curve |