An object attached to a rope is released from rest where the rope is in a horizontal position. At the lowest point in its swing, a bullet moving in the opposite direction hits the block and lodges deeply into it. As a result of this impact, both the bullet and the block become stationary. What is the magnitude of the bullet's velocity just before hitting the block? Take the mass of the block to be 1.0 kg, the mass of the bullet to be 10.0 g and the length of the rope to be 2.0 m. O 570 m/s 330 m/s 440 m/s O 1.1 km/s 770 m/s 630 m/s
An object attached to a rope is released from rest where the rope is in a horizontal position. At the lowest point in its swing, a bullet moving in the opposite direction hits the block and lodges deeply into it. As a result of this impact, both the bullet and the block become stationary. What is the magnitude of the bullet's velocity just before hitting the block? Take the mass of the block to be 1.0 kg, the mass of the bullet to be 10.0 g and the length of the rope to be 2.0 m. O 570 m/s 330 m/s 440 m/s O 1.1 km/s 770 m/s 630 m/s
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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![An object attached to a rope is released from rest where the rope is in a horizontal
position. At the lowest point in its swing, a bullet moving in the opposite direction hits
the block and lodges deeply into it. As a result of this impact, both the bullet and the
block become stationary. What is the magnitude of the bullet's velocity just before
hitting the block?
Take the mass of the block to be 1.0 kg, the mass of the bullet to be 10.0 g and the
length of the rope to be 2.0 m.
570 m/s
330 m/s
440 m/s
1.1 km/s
770 m/s
630 m/s
Previous Page
Next Page
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Transcribed Image Text:An object attached to a rope is released from rest where the rope is in a horizontal
position. At the lowest point in its swing, a bullet moving in the opposite direction hits
the block and lodges deeply into it. As a result of this impact, both the bullet and the
block become stationary. What is the magnitude of the bullet's velocity just before
hitting the block?
Take the mass of the block to be 1.0 kg, the mass of the bullet to be 10.0 g and the
length of the rope to be 2.0 m.
570 m/s
330 m/s
440 m/s
1.1 km/s
770 m/s
630 m/s
Previous Page
Next Page
Page 9 of 14
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