D and E 1. A hockey puck slides along the ice when it collides with a filledwater bottle which was sitting at rest on the ice. The velocity of thepuck just before colliding with the water bottle is (58 – 6j) m/sand the velocity of the puck just after the collision is 5 m/s at36.87° counterclockwise from -x. The mass of the puck is 0.2 kgand the mass of the water bottle is three times as large.view from above+yMm(5t – 6)“+xa. What is the velocity of the water bottle immediately after thecollision? Write answer in component vector form.Initially at rest3MmMb. What is the speed and direction of the water bottle immediately after the collision? Give direction in terms of anangle between 0° and 90° relative to an axis, i.e., 41° ccw from +y.What is the change in momentum Ap of the hockey puck during the collision?C.d. During the collision, what is true of the magnitude of the force on the puck exerts on the bottle versus the forcethe bottle exerts on the puck?• The force on the puck is three times as large.• The force on the bottle and on the puck are the same magnitude.• The relation between the forces cannot be determined from information given.• The force on the bottle is three times as large.e. The collision between the hockey puck and the water bottle lasted 0.25s. What was the average force Fon thewater bottle during the collision?

Answered: Image /qna-images/answer/316427b8-0b86-4da9-998e-62c4d34dc827.jpg

A hockey puck slides along the ice when it collides with a filled water bottle which was sitting at rest on the ice. The velocity of the puck just before colliding with the water bottle is (58 – 6j) m/s and the velocity of the puck just after the collision is 5 m/s at 36.87° counterclockwise from -x. The mass of the puck is 0.2 kg and the mass of the water bottle is three times as large. a. What is the velocity of the water bottle immediately after the collision? Write answer in component vector form.

A hockey puck slides along the ice when it collides with a filled water bottle which was sitting at rest on the ice. The velocity of the puck just before colliding with the water bottle is (58 – 6j) m/s and the velocity of the puck just after the collision is 5 m/s at 36.87° counterclockwise from -x. The mass of the puck is 0.2 kg and the mass of the water bottle is three times as large. a. What is the velocity of the water bottle immediately after the collision? Write answer in component vector form.

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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