The particle shown in Figure , moves along x with a constant acceleration of -4m/s2 . As it passes the origin, moving in the +direction of x, its velocity is 20 m/s. In this problem, time t is measured from the moment the particle is first at the origin. (a) At what distance x’ and time t’ does v = 0 ? (b) At what time is the particle at x = +15 m, and what is its velocity at this point? (c) What is the velocity of the particle at x = +25 m? at x = -25 m?
The particle shown in Figure , moves along x with a constant acceleration of -4m/s2 . As it passes the origin, moving in the +direction of x, its velocity is 20 m/s. In this problem, time t is measured from the moment the particle is first at the origin. (a) At what distance x’ and time t’ does v = 0 ? (b) At what time is the particle at x = +15 m, and what is its velocity at this point? (c) What is the velocity of the particle at x = +25 m? at x = -25 m?
College Physics
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ISBN:9781938168000
Author:Paul Peter Urone, Roger Hinrichs
Publisher:Paul Peter Urone, Roger Hinrichs
Chapter12: Fluid Dynamics And Its Biological And Medical Applications
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The particle shown in Figure , moves along x with a constant acceleration of -4m/s2 . As it passes the origin, moving in the +direction of x, its velocity is 20 m/s. In this problem, time t is measured from the moment the particle is first at the origin.
(a) At what distance x’ and time t’ does v = 0 ?
(b) At what time is the particle at x = +15 m, and what is its velocity at this point?
(c) What is the velocity of the particle at x = +25 m? at x = -25 m?
(d) Why is it not possible to find the velocity of the particle at x = +55 m?
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