Solve Multiple Choice Questions: Homework Statement

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SUMMARY

This discussion focuses on solving multiple choice questions related to centripetal acceleration and uniform circular motion. The correct answers identified include: for question 1, options B (test-mass velocity) and C (radius of the orbit) are necessary to determine centripetal acceleration. For question 3, the net force acting on a particle in uniform circular motion is directed towards the center of the circle (option e). The force maintaining the test mass's motion is supplied by the string attached to the mass (option a). The centripetal force can be experimentally determined from the weight of the hanging mass (option b).

PREREQUISITES
  • Understanding of centripetal acceleration and its calculation.
  • Familiarity with uniform circular motion principles.
  • Knowledge of forces acting on objects in circular motion.
  • Basic physics concepts related to mass, velocity, and radius.
NEXT STEPS
  • Study the principles of centripetal acceleration in detail.
  • Learn how to calculate centripetal force using mass and velocity.
  • Explore the relationship between radius and velocity in circular motion.
  • Review experimental methods for measuring forces in physics experiments.
USEFUL FOR

Students studying physics, educators teaching circular motion concepts, and anyone preparing for exams involving centripetal acceleration and forces in circular motion.

gavrir
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Homework Statement


Hey guys i was taking some practice excercises and was wondering if someone could give me the answers to the following:

1.The following questions are about this experiment in which a test-mass moves in a horizontal circle at constant speed. What is the direction of the test-mass acceleration?

a. Downward
b. In the direction of velocity.
c. Towards the center of the circle.
d. Away from the center of the circle.
e. Upward.
f. Opposite the direction of the velocity.


2.What measurements will be made to determine the magnitude of the test-mass centripetal acceleration?
A. The test-mass mass
B. The test-mass velocity
C. The radius of the orbit
D. The weight of the hanging mass
E. The spring constant
F. The period of the orbital motion

1. B, C
2. A, D
3. C, F
4. B, E
5. A, B, D


3.A particle in uniform circular motion requires a net force acting in what direction?

a. Downward
b. Opposite the direction of the velocity.
c. Away from the center of the circle.
d. In the direction of velocity.
e. Towards the center of the circle.
f. Upward.


4. What supplies the force that keeps the test mass moving in uniform circular motion?

a. The string attached to the mass.
b. The spring that pulls on the string attached to the mass.
c. The weight of the hanging mass.
d. The string from the test-mass riser holding up the mass.
e. You -- as you keep the apparatus spinning.

5.How will the centripetal force be experimentally determined?

a. From the acceleration and mass of the test mass
b. From the weight of the hanging mass.
c. From the velocity, radius, and mass of the test mass.
d. The centripetal force is not determined in this experiment.


I think the answers for 3,4, and 5 are C,A,and B but don't know the first two.
 
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The following page should help you:

http://hyperphysics.phy-astr.gsu.edu/HBASE/circ.html

That means that your answer for 3 is wrong as are 4 and 5. Not sure about 4 since you haven't said what the mass is attached to but I assume its being held by a string attached to a mass hanging from the centre of the circle
 

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