ball moves in a circular trajectory. At a certain instance, the velocity and the acceleration vectors of the ball are directed as shown in the figure below. /hat can be said about the speed of the ball at this instance? O The speed is decreasing (ball is slowing down) O The situation shown in the figure is impossible because the acceleration must be perpendicular to the velocity in any circular motion O The speed is increasing (ball is speeding up) O The speed remains constant, because the ball is moving along a circular trajectory

Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter3: Motion In Two Dimensions
Section3.5: Tangential And Radial Acceleration
Problem 3.5QQ: A particle moves along a path, and its speed increases with time. (i) In which of the following...
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A ball moves in a circular trajectory. At a certain instance, the velocity and the acceleration vectors of the ball are directed as shown in the figure below.
a
What can be said about the speed of the ball at this instance?
O The speed is decreasing (ball is slowing down)
O The situation shown in the figure is impossible because the acceleration must be perpendicular to the velocity in any circular motion
O The speed is increasing (ball is speeding up)
O The speed remains constant, because the ball is moving along a circular trajectory
Transcribed Image Text:A ball moves in a circular trajectory. At a certain instance, the velocity and the acceleration vectors of the ball are directed as shown in the figure below. a What can be said about the speed of the ball at this instance? O The speed is decreasing (ball is slowing down) O The situation shown in the figure is impossible because the acceleration must be perpendicular to the velocity in any circular motion O The speed is increasing (ball is speeding up) O The speed remains constant, because the ball is moving along a circular trajectory
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