1. An applied force of F = (-6 N)î – (2 N)j caused the object to moves a displacement ofd = (3 m)î + (1 m)j. Determine the work done on the object and the angle between F and d.2. The train's electric motor moves the train from rest to 0.620 m/s in 21 milliseconds. Findthe average power supplied to the 875 g train during the acceleration.3. A box with a mass of 3000 g slides down the slope. The slope is inclined at an angle of 30degrees and has a length of 1 meter. The box starts from rest at the top, experiences aconstant force of friction with a magnitude 5.00 N, and begins to travel a short distance tothe horizontal floor after leaving the slope. Calculate the box's speed at the bottom of theslope.

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Description: 1. An applied force of F = (-6 N)î – (2 N)j caused the object to moves a displacement ofd = (3 m)î + (1 m)j. Determine the work done on the object and the angle between F and d.2. The train's electric motor moves the train from rest to 0.620 m/s in

Given data: The applied force is, F→=-6 Ni^-2 Nj^ The displacement of an object is, d→=3 mi^+1m j^…

Answered: 1. An applied force of F = (-6 N)i – (2…

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1. An applied force of F = (-6 N)i – (2 N)j caused the object to moves a displacement of d = (3 m)î + (1 m)j. Determine the work done on the object and the angle between F and d.

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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Question

1. An applied force of F = (-6 N)î – (2 N)j caused the object to moves a displacement of
d = (3 m)î + (1 m)j. Determine the work done on the object and the angle between F and d.
2. The train's electric motor moves the train from rest to 0.620 m/s in 21 milliseconds. Find
the average power supplied to the 875 g train during the acceleration.
3. A box with a mass of 3000 g slides down the slope. The slope is inclined at an angle of 30
degrees and has a length of 1 meter. The box starts from rest at the top, experiences a
constant force of friction with a magnitude 5.00 N, and begins to travel a short distance to
the horizontal floor after leaving the slope. Calculate the box's speed at the bottom of the
slope.

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