Physics 130: Questions to study for midterm #1 from Chapter 8

Similar documents
CHAPTER 8: ROTATIONAL OF RIGID BODY PHYSICS. 1. Define Torque

In the absence of an external force, the momentum of an object remains unchanged conservation of momentum. In this. rotating objects tend to

TutorBreeze.com 7. ROTATIONAL MOTION. 3. If the angular velocity of a spinning body points out of the page, then describe how is the body spinning?

ROTATIONAL DYNAMICS AND STATIC EQUILIBRIUM

Big Idea 4: Interactions between systems can result in changes in those systems. Essential Knowledge 4.D.1: Torque, angular velocity, angular

Exercise Torque Magnitude Ranking Task. Part A

EXAM 2 Review Questions

Rotational Motion What is the difference between translational and rotational motion? Translational motion.

Webreview Torque and Rotation Practice Test

Test 7 wersja angielska

Physics 201, Practice Midterm Exam 3, Fall 2006

Chapter 8 - Rotational Dynamics and Equilibrium REVIEW

Chapter 8 Lecture. Pearson Physics. Rotational Motion and Equilibrium. Prepared by Chris Chiaverina Pearson Education, Inc.

Chapter 9-10 Test Review

Dynamics of Rotational Motion: Rotational Inertia

Rolling, Torque, Angular Momentum

Big Ideas 3 & 5: Circular Motion and Rotation 1 AP Physics 1

PHYSICS I RESOURCE SHEET

Rolling, Torque & Angular Momentum

End-of-Chapter Exercises

Chapter 8 Rotational Motion and Equilibrium. 1. Give explanation of torque in own words after doing balance-the-torques lab as an inquiry introduction

Chapter 8: Momentum, Impulse, & Collisions. Newton s second law in terms of momentum:

Rotation Quiz II, review part A

PSI AP Physics I Rotational Motion

PSI AP Physics I Rotational Motion

3. A bicycle tire of radius 0.33 m and a mass 1.5 kg is rotating at 98.7 rad/s. What torque is necessary to stop the tire in 2.0 s?

CHAPTER 4: Linear motion and angular motion. Practice questions - text book pages 91 to 95 QUESTIONS AND ANSWERS. Answers

Centripetal acceleration ac = to2r Kinetic energy of rotation KE, = \lto2. Moment of inertia. / = mr2 Newton's second law for rotational motion t = la

16.07 Dynamics Final Exam

AP Physics QUIZ Chapters 10

Chapter 9: Rotational Dynamics Tuesday, September 17, 2013

Fall 2007 RED Barcode Here Physics 105, sections 1 and 2 Please write your CID Colton

Kinetic Energy of Rolling

Exam 4--PHYS 101--Fall 2018

Centripetal force keeps an object in circular motion Rotation and Revolution

It will be most difficult for the ant to adhere to the wheel as it revolves past which of the four points? A) I B) II C) III D) IV

A 2.0-kg block travels around a 0.50 m radius circle with an

Angular Momentum L = I ω

Moment of Inertia Race

Angular Momentum L = I ω

Name: Date: Period: AP Physics C Rotational Motion HO19

We define angular displacement, θ, and angular velocity, ω. What's a radian?

AP Physics 1 Rotational Motion Practice Test

PHYSICS - CLUTCH CH 14: ANGULAR MOMENTUM.

Resistance to Acceleration. More regarding moment of inertia. More regarding Moment of Inertia. Applications: Applications:

Chapter 8 Lecture Notes


Physics 106 Sample Common Exam 2, number 2 (Answers on page 6)

Angular Motion Unit Exam Practice

Physics. Chapter 8 Rotational Motion

Chapter 8 Rotational Motion and Equilibrium

Rotational Dynamics, Moment of Inertia and Angular Momentum

Physics 53 Exam 3 November 3, 2010 Dr. Alward

Physics 111. Tuesday, November 2, Rotational Dynamics Torque Angular Momentum Rotational Kinetic Energy

Chapter 8: Rotational Motion

Chapter 8, Rotational Equilibrium and Rotational Dynamics. 3. If a net torque is applied to an object, that object will experience:

MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.

Physics 131: Lecture 22. Today s Agenda

APC PHYSICS CHAPTER 11 Mr. Holl Rotation

HPER K530 Mechanical Analysis of Human Performance Fall, 2003 MID-TERM

Rotational Motion. Every quantity that we have studied with translational motion has a rotational counterpart

Physics for Scientist and Engineers third edition Rotational Motion About a Fixed Axis Problems

Chapter 9 TORQUE & Rotational Kinematics

Chapter 7 Rotational Motion 7.1 Angular Quantities Homework # 51

PHYSICS 221 SPRING 2014

Rotational Mechanics Part III Dynamics. Pre AP Physics

Textbook Reference: Wilson, Buffa, Lou: Chapter 8 Glencoe Physics: Chapter 8

Practice 2nd test 123

Today. Ch. 8 on Rotation. Note, all lectures and pre-lectures posted up as always at

A. Incorrect! It looks like you forgot to include π in your calculation of angular velocity.

Part 1 of 1. (useful for homework)

Chapter 8. Rotational Equilibrium and Rotational Dynamics. 1. Torque. 2. Torque and Equilibrium. 3. Center of Mass and Center of Gravity

Name: Date: 5. A 5.0-kg ball and a 10.0-kg ball approach each other with equal speeds of 20 m/s. If

A) 1 gm 2 /s. B) 3 gm 2 /s. C) 6 gm 2 /s. D) 9 gm 2 /s. E) 10 gm 2 /s. A) 0.1 kg. B) 1 kg. C) 2 kg. D) 5 kg. E) 10 kg A) 2:5 B) 4:5 C) 1:1 D) 5:4

Dynamics of Rotational Motion: Rotational Inertia

Name Date Period PROBLEM SET: ROTATIONAL DYNAMICS

Rotation. PHYS 101 Previous Exam Problems CHAPTER

Rotational Motion. Chapter 8: Rotational Motion. Angular Position. Rotational Motion. Ranking: Rolling Cups 9/21/12

Rotational Dynamics. A wrench floats weightlessly in space. It is subjected to two forces of equal and opposite magnitude: Will the wrench accelerate?

Description: Using conservation of energy, find the final velocity of a "yo yo" as it unwinds under the influence of gravity.

Physics 131: Lecture 22. Today s Agenda

Use the following to answer question 1:

= o + t = ot + ½ t 2 = o + 2

Circular Motion Tangential Speed. Conceptual Physics 11 th Edition. Circular Motion Rotational Speed. Circular Motion

3) When a rigid body rotates about a fixed axis all the points in the body have the same centripetal acceleration. FALSE

PY205N Spring The vectors a, b, and c. are related by c = a b. The diagram below that best illustrates this relationship is (a) I

Centripetal Acceleration & Angular Momentum. Physics - 4 th Six Weeks

Equilibrium. For an object to remain in equilibrium, two conditions must be met. The object must have no net force: and no net torque:

Chapter 9 Momentum and Its Conservation

Q2. A machine carries a 4.0 kg package from an initial position of d ˆ. = (2.0 m)j at t = 0 to a final position of d ˆ ˆ


Rotational Motion Part I

PHYSICS 220. Lecture 15. Textbook Sections Lecture 15 Purdue University, Physics 220 1

Advanced Higher Physics. Rotational motion

Recap: Solid Rotational Motion (Chapter 8) displacement velocity acceleration Newton s 2nd law τ = I.α N.s τ = F. l moment of inertia mass size

MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.


Torque rotational force which causes a change in rotational motion. This force is defined by linear force multiplied by a radius.

Cutnell/Johnson Physics

PS 11 GeneralPhysics I for the Life Sciences

Transcription:

Physics 130: Questions to study for midterm #1 from Chapter 8 1. If the beaters on a mixer make 800 revolutions in 5 minutes, what is the average rotational speed of the beaters? a. 2.67 rev/min b. 16.8 rev/min c. 160 rev/min d. 4000 rev/min 2. What is the rotational speed of the second hand on a clock that measures the seconds? a. 0.000278 rad/s b. 0.00175 rad/s c. 0.0167 rad/s d. 0.105 rad/s 3. If a phonograph turntable takes 2 s to reach its rotational speed of 45 rpm, what is its average acceleration? a. 2 rpm/s b. 11.2 rpm/s c. 22.5 rpm/s d. 45 rpm/s 4. If it takes 3 s for a modern player to stop a DVD with a rotational speed of 7500 rpm, what is the magnitude of the DVD s average rotational acceleration? a. 2500 rpm/s b. 22,500 rpm/s c. 150,000 rpm/s d. 1,350,000 rpm/s 5. A change in the rotational velocity of an object is produced by a net a. force. b. torque. c. rotational inertia. d. moment arm. 6. Newton's first law for rotational motion states that an object will maintain its state of rotational motion unless acted on by an unbalanced (or net) a. force. b. velocity. c. inertia. d. torque.

7. Newton's first and second laws for translational motion refer to the net force acting on an object. What is the rotational analog of this force? a. torque b. inertia c. acceleration d. force 8. What kind of motion does a constant, non-zero torque produce on an object mounted on an axle? a. constant rotational speed b. constant rotational acceleration c. increasing rotational acceleration d. decreasing rotational acceleration 9. If a ball with a weight of 30 N hangs from the end of a 1.5-m horizontal pole, what torque does the ball exert? a. 20 N m b. 30 N m c. 45 N m d. 60 N m 10. A pirate with a mass of 90 kg stands on the end of a plank that extends 2 m beyond the gunwale. What torque is needed to keep him from falling into the water? a. 45 N m b. 180 N m c. 450 N m d. 1800 N m 11. A meter stick is balanced on a stand. If you place a 50-g mass on one side at a distance of 20 cm from the center, how far from the center would you place a 25-g mass on the other side so that the system balances? a. 10 cm b. 20 cm c. 30 cm d. 40 cm 12. Two children with masses of 20 and 30 kg are sitting on a balanced seesaw. If the lighter child is sitting 3 m from the center, how far from the center is the heavier child sitting? a. 1 m b. 2 m c. 3 m d. 5 m 2

13. An object's resistance to a change in its rotational velocity is called its a. inertia. b. mass. c. torque. d. rotational inertia. 14. The rotational inertia of an object increases as the mass and the distance of the mass from the center of rotation. a. increases... increases b. increases... decreases c. decreases... increases d. decreases... decreases 15. A solid disk and a hoop have the same mass and radius. Which has the larger rotational inertia about its center of mass? a. hoop b. disk c. They are the same. 16. Two flywheels have the same mass but one is much thinner than the other such that its radius is twice that of the smaller one. If both flywheels are spinning about their axes at the same rate, which one would be harder to stop? a. the one with the larger radius b. the one with the smaller radius c. They are equally hard to stop. 17. In which of the following positions would a diver have the smallest rotational inertia for performing a front somersault? a. tuck b. pike c. layout 18. When an Olympic caliber high-jumper executes the winning jump, we find that her center of mass a. must pass over the top of the bar by one-half the width of her body. b. must just clear the bar. c. passes below the bar. 19. A fully-loaded trailer truck is less stable than a race car because the truck a. is more massive. b. has a higher center of mass. c. has bigger wheels. d. weighs more. 3

20. If you stand with your back against a wall, you find that you cannot bend over to pick something up because your a. center of mass moves forward beyond your toes. b. vertical and horizontal motions are independent. c. center of mass is located at a fixed position in your body. d. center of mass hits the wall. 21. Under what conditions is the total angular momentum of a system conserved? a. It is always conserved. b. When there is no net outside force. c. When there is no net outside torque. d. When the kinetic energy is also conserved. 22. The reason a figure skater spins slower as he extends his arms is because a. he experiences a smaller torque. b. his angular momentum is greater. c. his angular momentum is less. d. his rotational inertia is greater. 23. It is possible for a high diver to execute more front somersaults in the tuck position than in the layout position because in the tuck position. a. her angular momentum is greater b. her rotational inertia is less c. she exerts a greater torque d. her linear momentum is greater 24. A cat which is held upside down and dropped with no initial angular momentum manages to land on its feet. Where does the cat get the necessary angular momentum? a. from the air resistance b. from gravity c. from the torque d. It doesn't, none is needed. 25. A gyroscope which points directly up when it is located at the North Pole is transported to the equator while it is still spinning. Which way will it point? a. up b. down c. north d. south 4

26. Assume that Gerry sits on a freely rotating stool holding a bicycle wheel with its axle vertical so that it rotates in a clockwise direction when viewed from above. If Gerry turns the wheel over, he will a. not rotate because the system of wheel and Gerry is closed or isolated. b. not rotate because the two torques cancel. c. rotate clockwise because angular momentum is conserved. d. rotate counterclockwise because angular momentum is conserved. 27. A spinning top precesses because a. angular momentum is conserved. b. it experiences no net torque. c. it experiences no net force. d. gravity exerts a torque on it. 5