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Physics, 02.03.2020 17:17 nayelimoormann

A circle is located 50.0 m to the west of an island and is moving at 15.0m/s awat from the island when an ocean current arrives. The current gives the crate an acceleration with a magnitude of 3.00 m/s^2, directed to the east you may assume this acceleration remains constant

(a) Set up a coordinate system and establish the initial conditions.
(b) What is the maximum distance from the island the crate reaches? When does this happen? What is its acceleration at this time?
(c) What is its velocity when it returns to its original location? When does this happen? What is its acceleration at this time?
(d) When does it reach the island? What is its velocity at this time? What is its acceleration at this time?
(e) Graph x(t), v(t), and ad!) for the crate on the graphs below. The graphs should have the appropriate axes labels and the values found in (a) -(d). (1) At what time and how fast is the crate moving when it is at three-fourths its maximum distance from the island?

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