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An object starts at rest and moves in a horizontal circle such that its tangential speed increases linearly as a function of time. Roughly sketch a graph that shows how the centripetal acceleration behaves as a function of time.

Respuesta :

The centripetal acceleration is increasing with time as the tangential speed increases as plotted in the image.

What is centripetal acceleration?

Acceleration is the rate of change of velocity. It is a vector quantity and having both magnitude and direction. Centripetal acceleration is the acceleration associated with an object moving through a circular path.

The centripetal acceleration is the product of radius of the circular  path and the linear acceleration of the moving body. As the speed increases, the acceleration is changing in either direction.

As plotted in the graph, the acceleration increases with increase in time for a body moving with an increasing speed through a circular path.

To find more on centripetal acceleration, refer here;

https://brainly.com/question/14465119

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