1. A record and turntable are rotating without friction at 0.6 revolutions per second. A piece of putty is dropped onto the edge of the record, where it sticks. What is the angular speed of the turntable after the putty sticks? The mass of the putty is 0.100 kg and the mass of the record and turntable combined is 0.500 kg. Assume there is no motor attached to the turntable. a. Draw a before and after diagram. Label with variables only. b. Derive an equation with variables before inserting numbers. putty axis of rotation 30 cm
1. A record and turntable are rotating without friction at 0.6 revolutions per second. A piece of putty is dropped onto the edge of the record, where it sticks. What is the angular speed of the turntable after the putty sticks? The mass of the putty is 0.100 kg and the mass of the record and turntable combined is 0.500 kg. Assume there is no motor attached to the turntable. a. Draw a before and after diagram. Label with variables only. b. Derive an equation with variables before inserting numbers. putty axis of rotation 30 cm
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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![Show work on a solution sheet. Equations for moments of inertia are given below.
1. A record and turntable are rotating without friction at 0.6 revolutions per second.A piece
of putty is dropped onto the edge of the record, where it sticks. What is the angular
speed of the tuntable after the putty sticks? The mass of the putty is 0.100 kg and the
mass of the record and turntable combined is 0.500 kg. Assume there is no motor
attached to the turntable.
a. Draw a before and after diagram. Label with variables only.
b. Derive an equation with variables before inserting numbers.
axis of
rotation
putty
30 cm
2. A system consists of a mass M2 and a uniform rod of mass M1 and length L. The rod is
initially rotating with an angular speed w on a horizontal frictionless table about a
vertical axis fixed at one end through point P. The moment of inertia of the rod about P
is / =ML. The rod strikes the stationary mass M2. As a result of this collision, the
rod is stopped and the mass M2 moves away with a speed of v. Using angular
momentum conservation determine the speed v in terms of M1, M2, L, and w.
%3!
M2
M2](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff4f5fd7e-17fa-4175-af71-0949465770b2%2F27123756-427a-4a14-94ae-dc40988fd009%2F3oado2c_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Show work on a solution sheet. Equations for moments of inertia are given below.
1. A record and turntable are rotating without friction at 0.6 revolutions per second.A piece
of putty is dropped onto the edge of the record, where it sticks. What is the angular
speed of the tuntable after the putty sticks? The mass of the putty is 0.100 kg and the
mass of the record and turntable combined is 0.500 kg. Assume there is no motor
attached to the turntable.
a. Draw a before and after diagram. Label with variables only.
b. Derive an equation with variables before inserting numbers.
axis of
rotation
putty
30 cm
2. A system consists of a mass M2 and a uniform rod of mass M1 and length L. The rod is
initially rotating with an angular speed w on a horizontal frictionless table about a
vertical axis fixed at one end through point P. The moment of inertia of the rod about P
is / =ML. The rod strikes the stationary mass M2. As a result of this collision, the
rod is stopped and the mass M2 moves away with a speed of v. Using angular
momentum conservation determine the speed v in terms of M1, M2, L, and w.
%3!
M2
M2
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