Learn how to determine when a particle is at rest using a calculator

The video tutorial explains how to determine when a particle is at rest by finding when its velocity is zero. The instructor demonstrates how to derive the velocity function from the position function and solve for zeros using a calculator. Two methods for finding zeros and intersections on a graph are discussed, emphasizing the importance of storing these values for future use. The lesson concludes with the determination of specific time points when the particle is at rest.

What is the condition for a particle to be at rest?

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How do you determine when the velocity of a particle is equal to zero?

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What is the derivative of the position function mentioned in the text?

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What methods can be used to find the zeros of the velocity function?

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What is the significance of storing the X intercept value in the context of the problem?

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Describe the process of finding the intersection point of the velocity function and the horizontal line at zero.

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What was the final value of T when the particle was determined to be at rest?

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