FORCES IN ONE DIMENSION

Similar documents
N N N ( N

Physics 20 Lesson 17 Elevators and Inclines

4 Study Guide. Forces in One Dimension Vocabulary Review

Application of Newton s Laws. F fr

Example 1: Example 1: Example 2: a.) the elevator is at rest. Example 2: Example 2: c.) the elevator accelerates downward at 1.

15 N 5 N. Chapter 4 Forces and Newton s Laws of Motion. The net force on an object is the vector sum of all forces acting on that object.

Seat: PHYS 1500 (Fall 2006) Exam #2, V1. After : p y = m 1 v 1y + m 2 v 2y = 20 kg m/s + 2 kg v 2y. v 2x = 1 m/s v 2y = 9 m/s (V 1)

Physics 20 Lesson 16 Friction

Physics 6A. Practice Midterm #2 solutions

Physics 20 Lesson 28 Simple Harmonic Motion Dynamics & Energy

PHYSICS 151 Notes for Online Lecture 2.3

Name: Answer Key Date: Regents Physics. Energy

What Are Newton's Laws of Motion?

Physics 6A. Practice Midterm #2 solutions. Prepared by Vince Zaccone For Campus Learning Assistance Services at UCSB

Prof. Dr. Ibraheem Nasser Examples_6 October 13, Review (Chapter 6)

SPH4U/SPH3UW Unit 2.3 Applying Newton s Law of Motion Page 1 of 7. Notes

Physics Sp Exam #3 Name:

Exam 2A Solution. 1. A baseball is thrown vertically upward and feels no air resistance. As it is rising

Practice Problem Solutions. Identify the Goal The acceleration of the object Variables and Constants Known Implied Unknown m = 4.

( kg) (410 m/s) 0 m/s J. W mv mv m v v. 4 mv

Physics 30 Lesson 3 Impulse and Change in Momentum

PHYSICS 211 MIDTERM II 12 May 2004

Physics Sp Exam #4 Name:

s s 1 s = m s 2 = 0; Δt = 1.75s; a =? mi hr

As observed from the frame of reference of the sidewalk:

Second Law of Motion. Force mass. Increasing mass. (Neglect air resistance in this example)

Practice Midterm #1 Solutions. Physics 6A

AP Physics Momentum AP Wrapup

Physics 6A. Practice Final (Fall 2009) solutions. Prepared by Vince Zaccone For Campus Learning Assistance Services at UCSB

SPH3UW/SPH4UI Unit 2.4 Friction Force Page 1 of 8. Notes. : The kind of friction that acts when a body slides over a surface. Static Friction Force, f

t α z t sin60 0, where you should be able to deduce that the angle between! r and! F 1

Systems of Masses. 1. Ignoring friction, calculate the acceleration of the system below and the tension in the rope. and (4.0)(9.80) 39.

ME 141. Engineering Mechanics

a = f s,max /m = s g. 4. We first analyze the forces on the pig of mass m. The incline angle is.

Work and Energy Problems

Review: Advanced Applications of Newton's Laws

ANALYZE In all three cases (a) (c), the reading on the scale is. w = mg = (11.0 kg) (9.8 m/s 2 ) = 108 N.

v 24 m a = 5.33 Δd = 100 m[e] m[e] m[e] Δd = 550 m[e] BLM 2-6: Chapter 2 Test/Assessment Δd = + 10 s [E] uuv a = (10 0) s uuv a = (20 0)s

(A) (B) (C) (D) None of these

Practice Problems Solutions. 1. Frame the Problem - Sketch and label a diagram of the motion. Use the equation for acceleration.

3pt3pt 3pt3pt0pt 1.5pt3pt3pt Honors Physics Impulse-Momentum Theorem. Name: Answer Key Mr. Leonard

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

Newton's laws of motion

UNIVERSITY OF SASKATCHEWAN Department of Physics and Engineering Physics

PROBLEM 8.6 SOLUTION. FBD block (Impending motion up) = N. = tan (0.25) (a) (Note: For minimum P, P^ Then. = ( N)sin β = 14.

Pearson Physics Level 20 Unit III Circular Motion, Work, and Energy: Unit III Review Solutions

Understanding 19. (a) If they both hit the ground at the same time, the object with the greater mass has a larger crosssectional

Semester 1 Final Exam Review Answers

4 Conservation of Momentum

UNIVERSITY OF SASKATCHEWAN Department of Physics and Engineering Physics

An Accelerating Hockey Puck

Name: Date: Period: AP Physics C Work HO11

All Division 01 students, START HERE. All Division 02 students skip the first 10 questions, begin on # (D)

PHY 171 Practice Test 3 Solutions Fall 2013

Released Test Questions Science 8

Frictional Forces. Friction has its basis in surfaces that are not completely smooth: 1/29

KEY. D. 1.3 kg m. Solution: Using conservation of energy on the swing, mg( h) = 1 2 mv2 v = 2mg( h)

EF 151 Final Exam, Spring, 2009 Page 2 of 10. EF 151 Final Exam, Spring, 2009 Page 1 of 10. Name: Section: sina ( ) ( )( ) 2. a b c = = cosc.

PSI AP Physics C Kinematics 2D. Multiple Choice Questions

Conservation of Energy

PhysicsAndMathsTutor.com

Semester 1 Final Exam Review Answers

Physics Exam 3 Formulas

CHAPTER 4 FORCES AND NEWTON'S LAWS OF MOTION

Dynamics - Midterm Exam Type 1

(a) On the dots below that represent the students, draw and label free-body diagrams showing the forces on Student A and on Student B.

y scalar component x scalar component A. 770 m 250 m file://c:\users\joe\desktop\physics 2A\PLC Assignments - F10\2a_PLC7\index.

= s = 3.33 s s. 0.3 π 4.6 m = rev = π 4.4 m. (3.69 m/s)2 = = s = π 4.8 m. (5.53 m/s)2 = 5.

PHYSICS LAB Experiment 5 Fall 2004 FRICTION

1.1 Speed and Velocity in One and Two Dimensions

Summary. Chapter summary. Teaching Tip CHAPTER 4

Motion Along a Line. Readings: Chapter 6 (2. nd edition)

Physics 111 P 2 A = P 1. A + mg = P 1. A + ρ( AΔh)g. Wednesday, 8-9 pm in NSC 118/119 Sunday, 6:30-8 pm in CCLIR 468.

SPH3U Practice Test. True/False Indicate whether the statement is true or false.

Midterm Exam #1. First midterm is next Wednesday, September 23 (80 minutes!!!)

PHYS 101 Previous Exam Problems. Kinetic Energy and

1. The property of matter that causes an object to resist changes in its state of motion is called:

Prince Sultan University Physics Department First Semester 2012 /2013. PHY 105 First Major Exam Allowed Time: 60 min

Newton s Laws & Inclined Planes

MEI Mechanics 1. Applying Newton s second law along a line

PHYS 101 Previous Exam Problems. Force & Motion I

5.5. Collisions in Two Dimensions: Glancing Collisions. Components of momentum. Mini Investigation

Part I: Multiple-Choice

Fraser Heights Secondary Physics 11 Mr. Wu Practice Test (Dynamics)

Unit 5 Forces I- Newtonʼ s First & Second Law

PHYSICS MIDTERM REVIEW PACKET

HW9.2: SHM-Springs and Pendulums

MASSACHUSETTS INSTITUTE OF TECHNOLOGY Department of Physics Physics 8.01T Fall Term 2004

DYNAMICS OF ROTATIONAL MOTION

C) D) 2. The diagram below shows a worker using a rope to pull a cart.

Bernoulli s equation may be developed as a special form of the momentum or energy equation.

(C) 7 s. (C) 13 s. (C) 10 m

Physics 11 Comprehensive Exam Preparation

two equations that govern the motion of the fluid through some medium, like a pipe. These two equations are the

= 40 N. Q = 60 O m s,k

PHYSICS - CLUTCH CH 04: INTRO TO FORCES (DYNAMICS)

Physics 23 Exam 2 March 3, 2009

4.3. Solving Friction Problems. Static Friction Problems. Tutorial 1 Static Friction Acting on Several Objects. Sample Problem 1.

(35+70) 35 g (m 1+m 2)a=m1g a = 35 a= =3.27 g 105

AP Homework 4.1. Name: Date: Class Period:

Transcription:

Suppleental Proble ORCES I OE DIMESIO 1. You and your bike have a cobined a of 80 k. How uch brakin force ha to be applied to low you fro a velocity of 5 / to a coplete top in? vf vi 0.0 / 5.0 / a t t.0 0.0 f.5 / a i 80k (.5 / ) 00. Before openin hi parachute, a ky diver with a a of 90.0 k experience an upward force fro air reitance of 150. a. What force i actin on the ky diver? ravity 90.0 k 9.8 /k 880 downward air reitance ravity 150 ( 880 ) 73 Ν 730 downward b. What i the ky diver acceleration? a 730 90.0 k 8.1 / 8.1 / downward 3. A lare helicopter i ued to a heat pup to the roof of a new buildin. The a of the helicopter i 5.010 3 k and the a of the heat pup i 1500 k. a. How uch force ut the air exert on the helicopter to the heat pup with an acceleration of 1.5 /? Teacher Support overcoe ravity a (6.5 103 k) (1.5 / ) (6.5 103 k )(9.8 /k) 7.3 104 upward b. Two chain connected to the load each can withtand a tenion of 15,000. Can the load be afely ed at 1.5 /? load overcoe ravity a (1.5 103 k) (1.5 ) (1. 5 103 k) (9.8 K).5 103 1. 47 10 4 1.7 104 The load can be afely ed becaue the total force on the chain i le than their cobined capability of 3.010 4 4. In a lab experient, you attach a.0-k weiht to a prin. You the and weiht with a contant readin of.5. a. What i the value and direction of the acceleration on the weiht? ravity.5 (.0 k) (9.8 k).9 upward a.9.0 k 1.4 / b. How far do you the weiht in the firt.0- interval? 1 x fxivit at 0 (0 /) (.0 ) 1 (1.4 / )(.0 ).8 Chapter 4 orce in One Dienion 3 Copyriht Glencoe/McGraw-Hill, a diviion of The McGraw-Hill Copanie, Inc.

Suppleental Proble Teacher Support continued 5. A a lare jet flie at a contant altitude, it enine produce a forward thrut of 8.410 5. The a of the plane i.610 5 k. a. What i the forward acceleration of the plane, inorin air reitance? a a 8.4105.6105 k 3. / b. How uch upward force ut the air exert on the plane when it i flyin horizontally? Becaue the plane i not chanin altitude, 0, o ravity ravity (.6105 k)( 9.8 / k).5106 6. Two ae are tied to a rope on a pulley, a hown below. a. When the yte i releaed fro thi poition, what i the acceleration of the.0-k a? -lare -all lare all (.00 k)(9.8 /k) (0.80 k)(9.8 /k) 11.8 downward a 11.8.8 k 4. / downward b. How lon doe it take for the.0-k a to fall to the floor? 1 Solve x f xi vit at for t while x i 0, v i 0 / t x a ()(1.5 ) 4. / 0.85 7. A an i tandin on a inide an airplane. When the airplane i travelin horizontally (in other word, the vertical acceleration of the plane i zero) the read 705.6. What i the vertical acceleration of the plane in each of the followin ituation? a. When the read 950.0 a a a (9.8 /k)(950.0 705.6 ) 705.6 3.4 / Chapter 4 orce in One Dienion Copyriht Glencoe/McGraw-Hill, a diviion of The McGraw-Hill Copanie, Inc. 4

Suppleental Proble Teacher Support continued b. When the read 500.0 a a a (9.8 /k)(500.0 705.6 ) 705.6.8 / 8. An airboat lide acro the urface of the water on a cuhion of air. Perfor the followin calculation for a boat in which the a of the boat and paener i 450 k. a. If there i no friction, how uch force ut the propeller fan exert on the air to accelerate the boat at 5.0 /? a (450 k)(5.00 / ).103 b. What i the upward force exerted by the air cuhion on the boat? ravity (450k) ( 9.80 / ) 4.4103 9. A olf ball with a a of 45 i truck by a club, leavin the tee with a peed of 1.810 k/h. The period of acceleration wa 0.50. a. What i the averae acceleration on the ball a it wa truck (in / )? vf vi a, where vi 0 k/h t 1000 1 h (1.810 k/h) 1 K 3600 a 1 (0.50 ) 1000 50 / 5.010 4 1.010 5 / b. What i the force exerted on the club? a 1 k (45 ) 5 (1.0 10 / ) 1000 4.510 3 c. What i the force exerted on the club by the ball? ball club 4.5103 10. A packae of intruent i attached to a heliu-filled weather balloon that exert an upward force of 45. a. If the intruent packae weih 10.0 k, will the balloon be able to it? a a 45 10.0 k 4.5 / The balloon cannot the packae becaue the upward acceleration i le than the downward acceleration of ravity, 9.8 /. Alternative calculation: ravity (10.0 k)(9.8 /K) 98.0, which exceed the upward force b. What i the upward acceleration if the intruent weih.0 k? Chapter 4 orce in One Dienion 5 Copyriht Glencoe/McGraw-Hill, a diviion of The McGraw-Hill Copanie, Inc.

Suppleental Proble Teacher Support continued ravity a 45 (.0 k) (9.8 /K) 5.4 a 5.4.0 k 13 / upward 11. A 1-k block it on a table. A 10.0-k block it on top of the 1-k block. If there i nothin on top of the 10.0-k block, what i the force that the table exert on the 1-k block? table block 1 block (1 k)(9.8 /k) (10.0 k)(9.8 /k) 0 1. A 9.7-k box experience a force of 41 while it i bein ed. What i the acceleration of the box? a a 41 9.7 k 4. / 13. A rope can withtand 1.00010 3 of tenion. If the rope i bein ued to pull a 10.0-k packae acro a frictionle urface, what i the reatet acceleration that will not break the rope? a a 1.000 10 3 10.0 k 1.00 10 / 14. A 0.100-k weiht i attached to a prin. ind the readin on the for each of the followin ituation. a. When the i not ovin. (0.100 k)(9.8 /k) 0.98 b. When the accelerate at.4 / in the horizontal direction. The vertical coponent of the acceleration i zero, o the readin on the i calculated the ae way a when the i not ovin. (0.100 k)(9.8 /k ) 0.98 15. A penny i dropped fro the top of a 30.0--tall tower. The tower, however, i not located on Earth. The penny ha a a of.5 and experience a ravitational force of 0.08. a. What i the ravitational field on thi pla? a 0.08 0.05 k 11 / b. After 1.00, the penny ha a velocity of 10.1 /. Auin the force exerted on the penny by air reitance i unifor and independent of peed, what i the anitude of the force of air reitance on the penny? a ( ) a a a a a, where v t v t Chapter 4 orce in One Dienion Copyriht Glencoe/McGraw-Hill, a diviion of The McGraw-Hill Copanie, Inc. 6

Suppleental Proble Teacher Support continued vf vi t 0.08 (0.005 k) 10.1 / 0.0 / 1.00 0.008 The air reitance i in the oppoite direction fro the force of ravity and the penny otion, a it hould be. 16. The cobined a of a led and it rider i 46.4 k. The led i pulled acro a frozen lake o that the force of friction between the led and the ice i very all. Auin that friction between the led and the ice i neliible, what force i required to accelerate the led at 3.45 /? a (46.4 k)(3.45 / ) 1.60 10 Chapter 4 orce in One Dienion 7 Copyriht Glencoe/McGraw-Hill, a diviion of The McGraw-Hill Copanie, Inc.