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В. Given that r (t) = (3t cos t) j – (3t sin t) k , is the position %3D vector of a moving particle, find the following quantities: 1. The velocity, speed, acceleration, and curvature of the particle, 2. The tangential and normal components of acceleration of the particle

В. Given that r (t) = (3t cos t) j – (3t sin t) k , is the position %3D vector of a moving particle, find the following quantities: 1. The velocity, speed, acceleration, and curvature of the particle, 2. The tangential and normal components of acceleration of the particle

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В. Given that r (t) = (3t cos t) j – (3t sint) k , is the position %3D vector of a moving particle, find the following quantities: 1. The velocity, speed, acceleration, and curvature of the particle, 2. The tangential and normal components of acceleration of the particle.
Transcribed Image Text:В. Given that r (t) = (3t cos t) j – (3t sint) k , is the position %3D vector of a moving particle, find the following quantities: 1. The velocity, speed, acceleration, and curvature of the particle, 2. The tangential and normal components of acceleration of the particle.
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