Chapter 9 Review. Block: Date:

Size: px
Start display at page:

Download "Chapter 9 Review. Block: Date:"

Transcription

1 Science 10 Chapter 9 Review Name: KEY Block: Date: 1. A change in velocity occur when the peed o an object change, or it direction o motion change, or both. Thee change in velocity can either be poitive or negative.. To calculate a change in velocity, ubtract the initial velocity rom the inal velocity. 3. Calculate the change in velocitie o the ollowing object: a) A boy i kiing orward down the mountain at 8m. He reache a teeper part o the mountain and increae hi velocity to 15m. v v v ( 15m ) ( 8m ) 7m i b) A car i moving orward at 50kmh. A young child run acro the treet and the car low to 30kmh. v v v ( 30km h) ( 50km h) 0km h i c) A young girl hit a tenni ball orward at a wall at 0m. The ball rebound o the wall at 15m back toward the girl. v v v ( 15m ) ( 0m ) 35m i d) A train i travelling orward at 30m. Ater ome time pae, the train ha not changed velocity and i till moving orward at 30m. v v v ( 30m ) ( 30m ) 0m i 4. A poitive change in velocity reult when an object that i already moving in a orward direction increae it velocity in the ame (orward) direction. 5. A negative change in velocity reult when an object that i already moving in a orward direction decreae it velocity in the ame (orward) direction. 6. I your initial and inal velocitie are equal, then your change in velocity would be zero and you would be moving at a contant velocity. 7. I velocity i contant your motion i aid to be uniorm, and i your velocity i changing (either poitive or negative), your motion i aid to be non-uniorm. 8. Acceleration i the rate at which an object change it velocity. 9. Like velocity, acceleration i alo a vector quantity, meaning you mut peciy both magnitude and direction when recording an object acceleration. 10. When comparing the acceleration o two dierent object, the object that change it velocity in a horter time interval or ha a greater change in velocity during the time interval, i aid to have a greater acceleration. 11. There are two type o acceleration, poitive and negative. 1. I a car i moving orward and increae it velocity in the orward direction, the acceleration i aid to be poitive. I a car i moving orward and decreae it velocity in the orward direction the acceleration i aid to be negative. 13. Acceleration which caue the object to decreae it peed i ometime called deceleration. 14. Poitive and negative acceleration both depend upon the direction that the object i initially moving. Generally, we deine an object moving orward a poitive and an object moving backward a negative. 15. I the change o velocity o an object i poitive it aid to be accelerating orward or poitively, i the change o velocity o an object i negative it aid to be accelerating backward or negatively.

2 16. A train i travelling orward at 0m, top and back up at 5m. What i the train change in velocity and what i the direction o the train acceleration? v v v ( 5m ) ( 0m ) 5m i The direction o the train acceleration i backward 17. I the acceleration o an object i in the ame direction a the velocity, what happen to the velocity o the object? I an object accelerate in the ame direction that the object i already moving, then the object velocity will increae. 18. I the acceleration o an object i in the oppoite direction a the velocity, what happen to the velocity o the object? I an object accelerate in the oppoite direction to the velocity, then the object velocity will decreae. 19. Decribe the concept behind having airbag in automobile (be ure your decription include the acceleration that occur in a car accident.) The driver o a car i moving at the ame velocity a the car when driving. When you get into a car accident, the car and the driver both decelerate to zero very quickly. The idea behind airbag i to prolong the topping time that occur when you get into a car accident. When you hit the air bag your change in velocity take a longer period o time a compared to imply triking the dahboard or the car. Thi reult in a maller acceleration. I your acceleration i maller, there i le chance o injury. 0. Poition-time graph can be ued to repreent the motion o an object travelling at contant velocity or changing rom contant velocity to another. Velocity-time graph can be ued intead to repreent motion o an object whoe velocity i changing. Velocity-time graph provide inormation about an object velocity and acceleration. 1. The lope o a line on a velocity-time graph repreent the change in the object velocity. Change in velocity i alo known a acceleration, thereore the lope o a velocity-time graph alo repreent an object acceleration.. Decribe how you would calculate an object acceleration uing the lope o a velocity-time graph. Slope can be calculated by calculating the change in velocity over a time interval and dividing it by that time interval. v rie Since the lope o a velocity-time graph equal the acceleration, a t run 3. The SI unit or acceleration i m. 4. Decribe what i occurring to an object that i accelerating orward at 5.0m. When an object i accelerating at 5.0m it i increaing it velocity 5.0m every 1.0 that pae by. Ater econd the object ha increaed it velocity twice by 5m, giving the object a velocity o 10m i it tarted at ret. 5. I an object velocity i changing at a contant rate, it ha a contant acceleration. 6. Average acceleration i repreented by the lope o a velocity-time graph.

3 Ue the velocity-time graph below to anwer quetion For each o the time interval below, decribe the velocity and acceleration o the object. a) 0 The object tart at ret and increae it velocity at a contant rate until it reache 8m [E]. The object acceleration i orward (eat) and poitive (+4m ). b) 6 The object velocity tay contant at 8m [E] or thi time interval. The object acceleration i zero. c) 6 10 The object tart at 8m [E] and decreae it velocity at a contant rate until it reache 0m. The object acceleration i backward (wet) and negative (-m ). 8. Calculate the acceleration o the ollowing object: a) A woman riding a bicycle i travelling orward at 5m and increae her velocity to 0m in 5. v v vi ( 0m ) ( 5m ) 15m v 15m a 3m t 5 b) You throw a tenni ball at a wall and it hit the wall going 5m. The ball rebound o the wall at 15m back toward you in 0.5. v v vi ( 15m ) ( 5m ) 40m v 40m a 80m t 0.5 c) You are driving a car at 0m. Suddenly a dog run out in ront o your car and you low to a top in. v v vi ( 0m ) ( 0m ) 0m v 0m a 10m t 9. You can alo ue an acceleration to calculate either a change in velocity or time. I you know acceleration and change in time, you multiply acceleration by time to calculate the change in velocity. I you know acceleration and change in velocity, you divide change in velocity by acceleration to calculate the change in time.

4 30. Calculate the change in velocity o the ollowing object: a) A runner at ret accelerate orward at.0m or 6. v ( a) ( t) ( m ) (6) 1m b) A car creeche to a halt with a negative acceleration o -15m in 1.5. v ( a) ( t) ( 15m ) (1.5 ).5m c) A baeball that i hit by a bat. The ball experience an acceleration o 00m or 0.5. v ( a) ( t) ( 00m ) (0.5) 50m 31. Calculate the time interval o the ollowing cenario: a) A car moving 0m orward low to a top. I the car decelerate at 5m, how long doe it take or the car to come to a top? v v vi ( 0m ) ( 0m ) 0m v 0m t 4 a 5m b) A train going 0m increae it velocity to 40m in the ame direction. I the train accelerate at 4m, how long doe the train accelerate or? v v vi ( 40m ) ( 0m ) 0m v 0m t 5 a 4m c) A girl on rollerblade i travelling 9m in the orward direction; he low down to m in the ame direction, how long doe he decelerate or i he decelerate at 1m? v v vi ( m ) ( 9m ) 7m v 7m t 7 a 1m 3. Gravity i an attractive orce that act between two or more object. The mot common example o which i between any object near the Earth and the Earth itel. 33. Gravity i a contant negative acceleration that object experience when they all reely near the Earth urace. 34. Decribe the velocity and acceleration that a ball experience rom the time it i toed in the air until it hit the loor. When a ball i thrown in the air it ha an initial poitive velocity (poitive being up in direction.) Gravity tart acting on the ball the moment it leave your hand. The acceleration i negative and contant and act on the ball the entire proce. The ball low in velocity and when it reache it maximum height, it ha a velocity o zero, ater which the ball tart increaing it velocity negatively (negative being down in direction) until it hit the loor. 35. Object that are dropped that have dierent mae accelerate at the ame rate. 36. Today we undertand that two object dropped rom the ame height hould hit the ground at the ame time regardle o the their mae. Decribe why a lat piece o paper might take longer to hit the loor i it wa dropped at the ame height and at the ame time a a tenni ball. The reaon that a lat piece o paper may take longer to hit the loor than the tenni ball may be attributed to air reitance. Air reitance i a riction-like orce that oppoed motion o object that move through the air. Since the piece o paper ha more urace area or air reitance to act on, it may take longer to hit the ground than the tenni ball.

5 37. Galileo irt propoed that in the abence o air reitance, all object regardle o their weight, all at the ame contant acceleration. Thi type o acceleration i called acceleration due to gravity. The value o which i 9.8m downward. 38. Calculate the change in velocity o the ollowing object: a) A man jump o a diving board and hit the pool water below later. v ( g) ( t) ( 9.8m ) () 19.6m b) A rock i dropped o a cli and hit the ground 5 later. v ( g) ( t) ( 9.8m ) (5) 49m 39. Calculate the time interval or the ollowing cenario: a) A man jump o a diving board and hit the pool water below with a velocity o 5m. v v vi ( 5m ) (0m ) 5m v 5m t. 6 a 9.8m b) A girl i on a trampoline. She jump up with a velocity o 1m and land on her way down with a velocity o -1m. v v vi ( 1m ) ( 1m ) 4m v 4m t. 4 a 9.8m Vocabulary to Know: Write a concie deinition o each o thee term ound in thi chapter. Acceleration due to gravity: Acceleration: Air reitance: Average acceleration: Change in velocity: Contant velocity: Contant acceleration: Deceleration: Gravity: Negative change in velocity: Negative acceleration: Poitive acceleration: Poitive change in velocity: Velocity-time graph: Symbol to Know: Indicate what each o the ollowing ymbol repreent and whether they are a calar quantity or a vector quantity. a acceleration (vector) t v i v v time interval (calar) initial velocity (vector) inal velocity (vector) change in velocity (vector)

Chapter 9 Review. Block: Date:

Chapter 9 Review. Block: Date: Science 10 Chapter 9 Review Name: Block: Date: 1. A change in velocity occurs when the of an object changes, or its of motion changes, or both. These changes in velocity can either be or. 2. To calculate

More information

Impulse. calculate the impulse given to an object calculate the change in momentum as the result of an impulse

Impulse. calculate the impulse given to an object calculate the change in momentum as the result of an impulse Add Important Impule Page: 386 Note/Cue Here NGSS Standard: N/A Impule MA Curriculum Framework (2006): 2.5 AP Phyic 1 Learning Objective: 3.D.2.1, 3.D.2.2, 3.D.2.3, 3.D.2.4, 4.B.2.1, 4.B.2.2 Knowledge/Undertanding

More information

Uniform Acceleration Problems Chapter 2: Linear Motion

Uniform Acceleration Problems Chapter 2: Linear Motion Name Date Period Uniform Acceleration Problem Chapter 2: Linear Motion INSTRUCTIONS: For thi homework, you will be drawing a coordinate axi (in math lingo: an x-y board ) to olve kinematic (motion) problem.

More information

The Electric Potential Energy

The Electric Potential Energy Lecture 6 Chapter 28 Phyic II The Electric Potential Energy Coure webite: http://aculty.uml.edu/andriy_danylov/teaching/phyicii New Idea So ar, we ued vector quantitie: 1. Electric Force (F) Depreed! 2.

More information

Linear Momentum. calculate the momentum of an object solve problems involving the conservation of momentum. Labs, Activities & Demonstrations:

Linear Momentum. calculate the momentum of an object solve problems involving the conservation of momentum. Labs, Activities & Demonstrations: Add Important Linear Momentum Page: 369 Note/Cue Here NGSS Standard: HS-PS2-2 Linear Momentum MA Curriculum Framework (2006): 2.5 AP Phyic 1 Learning Objective: 3.D.1.1, 3.D.2.1, 3.D.2.2, 3.D.2.3, 3.D.2.4,

More information

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

( kg) (410 m/s) 0 m/s J. W mv mv m v v. 4 mv PHYS : Solution to Chapter 6 Home ork. RASONING a. The work done by the gravitational orce i given by quation 6. a = (F co θ). The gravitational orce point downward, oppoite to the upward vertical diplacement

More information

Midterm Review - Part 1

Midterm Review - Part 1 Honor Phyic Fall, 2016 Midterm Review - Part 1 Name: Mr. Leonard Intruction: Complete the following workheet. SHOW ALL OF YOUR WORK. 1. Determine whether each tatement i True or Fale. If the tatement i

More information

Unit 2 Linear Motion

Unit 2 Linear Motion Unit Linear Motion Linear Motion Key Term - How to calculate Speed & Ditance 1) Motion Term: a. Symbol for time = (t) b. Diplacement (X) How far omething travel in a given direction. c. Rate How much omething

More information

Newton s Laws & Inclined Planes

Newton s Laws & Inclined Planes GP: ewton Law & Inclined Plane Phyic Mcutt Date: Period: ewton Law & Inclined Plane The ormal orce, Static and Kinetic rictional orce The normal orce i the perpendicular orce that a urace exert on an object.

More information

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

s s 1 s = m s 2 = 0; Δt = 1.75s; a =? mi hr Flipping Phyic Lecture Note: Introduction to Acceleration with Priu Brake Slaing Exaple Proble a Δv a Δv v f v i & a t f t i Acceleration: & flip the guy and ultiply! Acceleration, jut like Diplaceent

More information

Linear Motion, Speed & Velocity

Linear Motion, Speed & Velocity Add Important Linear Motion, Speed & Velocity Page: 136 Linear Motion, Speed & Velocity NGSS Standard: N/A MA Curriculum Framework (006): 1.1, 1. AP Phyic 1 Learning Objective: 3.A.1.1, 3.A.1.3 Knowledge/Undertanding

More information

Unit I Review Worksheet Key

Unit I Review Worksheet Key Unit I Review Workheet Key 1. Which of the following tatement about vector and calar are TRUE? Anwer: CD a. Fale - Thi would never be the cae. Vector imply are direction-conciou, path-independent quantitie

More information

AP Physics Charge Wrap up

AP Physics Charge Wrap up AP Phyic Charge Wrap up Quite a few complicated euation for you to play with in thi unit. Here them babie i: F 1 4 0 1 r Thi i good old Coulomb law. You ue it to calculate the force exerted 1 by two charge

More information

Physics 30 Lesson 3 Impulse and Change in Momentum

Physics 30 Lesson 3 Impulse and Change in Momentum Phyic 30 Leon 3 Ipule and Change in Moentu I. Ipule and change in oentu According to Newton nd Law of Motion (Phyic Principle 1 on the Data Sheet), to change the otion (i.e. oentu) of an object an unbalanced

More information

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

Second Law of Motion. Force mass. Increasing mass. (Neglect air resistance in this example) Newton Law of Motion Moentu and Energy Chapter -3 Second Law of Motion The acceleration of an object i directly proportional to the net force acting on the object, i in the direction of the net force,

More information

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.

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. Chapter 4 orce and ewton Law of Motion Goal for Chapter 4 to undertand what i force to tudy and apply ewton irt Law to tudy and apply the concept of a and acceleration a coponent of ewton Second Law to

More information

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

3pt3pt 3pt3pt0pt 1.5pt3pt3pt Honors Physics Impulse-Momentum Theorem. Name: Answer Key Mr. Leonard 3pt3pt 3pt3pt0pt 1.5pt3pt3pt Honor Phyic Impule-Momentum Theorem Spring, 2017 Intruction: Complete the following workheet. Show all of you work. Name: Anwer Key Mr. Leonard 1. A 0.500 kg ball i dropped

More information

CHAPTER 2 LINEAR MOTION

CHAPTER 2 LINEAR MOTION 0 CHAPTER LINEAR MOTION HAPTER LINEAR MOTION 1 Motion o an object is the continuous change in the position o that object. In this chapter we shall consider the motion o a particle in a straight line, which

More information

1. Intensity of Periodic Sound Waves 2. The Doppler Effect

1. Intensity of Periodic Sound Waves 2. The Doppler Effect 1. Intenity o Periodic Sound Wae. The Doppler Eect 1-4-018 1 Objectie: The tudent will be able to Deine the intenity o the ound wae. Deine the Doppler Eect. Undertand ome application on ound 1-4-018 3.3

More information

Frames of Reference and Relative Velocity

Frames of Reference and Relative Velocity 1.5 frame of reference coordinate ytem relative to which motion i oberved Frame of Reference and Relative Velocity Air how provide element of both excitement and danger. When high-peed airplane fly in

More information

time? How will changes in vertical drop of the course affect race time? How will changes in the distance between turns affect race time?

time? How will changes in vertical drop of the course affect race time? How will changes in the distance between turns affect race time? Unit 1 Leon 1 Invetigation 1 Think About Thi Situation Name: Conider variou port that involve downhill racing. Think about the factor that decreae or increae the time it take to travel from top to bottom.

More information

Momentum. Momentum and Energy. Momentum and Impulse. Momentum. Impulse. Impulse Increasing Momentum

Momentum. Momentum and Energy. Momentum and Impulse. Momentum. Impulse. Impulse Increasing Momentum Momentum and Energy Chapter 3, page 59-80 Review quetion: 1,3,4,7, 8, 11, 1, 14-17, 0, 1 Momentum Momentum i inertia in motion Ma x velocity Ha both magnitude and direction Large ma or high peed can give

More information

Name: Answer Key Date: Regents Physics. Energy

Name: Answer Key Date: Regents Physics. Energy Nae: Anwer Key Date: Regent Phyic Tet # 9 Review Energy 1. Ue GUESS ethod and indicate all vector direction.. Ter to know: work, power, energy, conervation of energy, work-energy theore, elatic potential

More information

AP Physics Momentum AP Wrapup

AP Physics Momentum AP Wrapup AP Phyic Moentu AP Wrapup There are two, and only two, equation that you get to play with: p Thi i the equation or oentu. J Ft p Thi i the equation or ipule. The equation heet ue, or oe reaon, the ybol

More information

Physics 11 HW #9 Solutions

Physics 11 HW #9 Solutions Phyic HW #9 Solution Chapter 6: ocu On Concept: 3, 8 Problem: 3,, 5, 86, 9 Chapter 7: ocu On Concept: 8, Problem:,, 33, 53, 6 ocu On Concept 6-3 (d) The amplitude peciie the maximum excurion o the pot

More information

SKAA 1213 Engineering Mechanics

SKAA 1213 Engineering Mechanics SKAA 113 Engineering Mechanic TOPIC 8 KINEMATIC OF PARTICLES Lecturer: Roli Anang Dr. Mohd Yunu Ihak Dr. Tan Cher Siang Outline Introduction Rectilinear Motion Curilinear Motion Problem Introduction General

More information

Work and Energy Problems

Work and Energy Problems 06-08- orce F o trength 0N act on an object o a 3kg a it ove a ditance o 4. I F i perpendicular to the 4 diplaceent, the work done i equal to: Work and Energy Proble a) 0J b) 60J c) 80J d) 600J e) 400J

More information

Elastic Collisions Definition Examples Work and Energy Definition of work Examples. Physics 201: Lecture 10, Pg 1

Elastic Collisions Definition Examples Work and Energy Definition of work Examples. Physics 201: Lecture 10, Pg 1 Phyic 131: Lecture Today Agenda Elatic Colliion Definition i i Example Work and Energy Definition of work Example Phyic 201: Lecture 10, Pg 1 Elatic Colliion During an inelatic colliion of two object,

More information

3. In an interaction between two objects, each object exerts a force on the other. These forces are equal in magnitude and opposite in direction.

3. In an interaction between two objects, each object exerts a force on the other. These forces are equal in magnitude and opposite in direction. Lecture quiz toda. Small change to webite. Problem 4.30 the peed o the elevator i poitive even though it i decending. The WebAign anwer i wrong. ewton Law o Motion (page 9-99) 1. An object velocit vector

More information

3.3. The Derivative as a Rate of Change. Instantaneous Rates of Change. DEFINITION Instantaneous Rate of Change

3.3. The Derivative as a Rate of Change. Instantaneous Rates of Change. DEFINITION Instantaneous Rate of Change 3.3 The Derivative a a Rate of Change 171 3.3 The Derivative a a Rate of Change In Section 2.1, we initiated the tudy of average and intantaneou rate of change. In thi ection, we continue our invetigation

More information

Velocity or 60 km/h. a labelled vector arrow, v 1

Velocity or 60 km/h. a labelled vector arrow, v 1 11.7 Velocity en you are outide and notice a brik wind blowing, or you are riding in a car at 60 km/, you are imply conidering te peed of motion a calar quantity. ometime, owever, direction i alo important

More information

s much time does it take for the dog to run a distance of 10.0m

s much time does it take for the dog to run a distance of 10.0m ATTENTION: All Diviion I tudent, START HERE. All Diviion II tudent kip the firt 0 quetion, begin on #.. Of the following, which quantity i a vector? Energy (B) Ma Average peed (D) Temperature (E) Linear

More information

Discover the answer to this question in this chapter.

Discover the answer to this question in this chapter. Erwan, whoe ma i 65 kg, goe Bungee jumping. He ha been in free-fall for 0 m when the bungee rope begin to tretch. hat will the maximum tretching of the rope be if the rope act like a pring with a 100 N/m

More information

2008 Physics Bowl Solutions

2008 Physics Bowl Solutions 8 Phyic Bowl Solution # An # An # An # An # An E A C D 4 E B B A B 4 D C D C E 4 A 4 D 4 B 4 D 4 B 44 A 5 C 5 D 5 E 5 A 45 E 6 A 6 D 6 C 6 C 46 B 7 E 7 E 7 D 7 E 47 C 8 A 8 A 8 B 8 A 48 C 9 B 9 B 9 C 9

More information

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

5.5. Collisions in Two Dimensions: Glancing Collisions. Components of momentum. Mini Investigation Colliion in Two Dienion: Glancing Colliion So ar, you have read aout colliion in one dienion. In thi ection, you will exaine colliion in two dienion. In Figure, the player i lining up the hot o that the

More information

Constant Force: Projectile Motion

Constant Force: Projectile Motion Contant Force: Projectile Motion Abtract In thi lab, you will launch an object with a pecific initial velocity (magnitude and direction) and determine the angle at which the range i a maximum. Other tak,

More information

THE BICYCLE RACE ALBERT SCHUELLER

THE BICYCLE RACE ALBERT SCHUELLER THE BICYCLE RACE ALBERT SCHUELLER. INTRODUCTION We will conider the ituation of a cyclit paing a refrehent tation in a bicycle race and the relative poition of the cyclit and her chaing upport car. The

More information

Tarzan s Dilemma for Elliptic and Cycloidal Motion

Tarzan s Dilemma for Elliptic and Cycloidal Motion Tarzan Dilemma or Elliptic and Cycloidal Motion Yuji Kajiyama National Intitute o Technology, Yuge College, Shimo-Yuge 000, Yuge, Kamijima, Ehime, 794-593, Japan kajiyama@gen.yuge.ac.jp btract-in thi paper,

More information

Solving Radical Equations

Solving Radical Equations 10. Solving Radical Equation Eential Quetion How can you olve an equation that contain quare root? Analyzing a Free-Falling Object MODELING WITH MATHEMATICS To be proficient in math, you need to routinely

More information

Conservation of Energy

Conservation of Energy Add Iportant Conervation of Energy Page: 340 Note/Cue Here NGSS Standard: HS-PS3- Conervation of Energy MA Curriculu Fraework (006):.,.,.3 AP Phyic Learning Objective: 3.E.., 3.E.., 3.E..3, 3.E..4, 4.C..,

More information

Tutorial 1 Calculating the Kinetic Energy of a Moving Object

Tutorial 1 Calculating the Kinetic Energy of a Moving Object 5. Energy As you learned in Section 5.1, mechanical work is done by applying orces on objects and displacing them. How are people, machines, and Earth able to do mechanical work? The answer is energy:

More information

CHAPTER 4. Impulse and momentum. CHAPTER s Objectives

CHAPTER 4. Impulse and momentum. CHAPTER s Objectives 60 CHAPTER 4 Impulse and momentum CHAPTER s Objectives To understand the interaction between objects through the impulse and momentum concepts To introduce the law o conservation o momentum, and apply

More information

SAPTARSHI JEE/NEET-2014

SAPTARSHI JEE/NEET-2014 SAPTARSHI JEE/NEET-4 : Phyic Mark Time: Hour Note: For each wrong anwer, /4 th mark will be eucte. ) Two particle are releae from the ame height at an interval of. How long after the firt particle being

More information

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

KEY. D. 1.3 kg m. Solution: Using conservation of energy on the swing, mg( h) = 1 2 mv2 v = 2mg( h) Phy 5 - Fall 206 Extra credit review eion - Verion A KEY Thi i an extra credit review eion. t will be worth 30 point of extra credit. Dicu and work on the problem with your group. You may ue your text

More information

GRADE 12 JUNE 2017 PHYSICAL SCIENCES P1

GRADE 12 JUNE 2017 PHYSICAL SCIENCES P1 NATIONAL SENIOR CERTIFICATE GRADE 1 JUNE 017 PHYSICAL SCIENCES P1 MARKS: 150 TIME: 3 hours *JPHSCE1* This question paper consists o 1 pages, including a page data sheet. PHYSICAL SCIENCES P1 (EC/JUNE 017)

More information

Chapter (3) Motion. in One. Dimension

Chapter (3) Motion. in One. Dimension Chapter (3) Motion in One Dimension Pro. Mohammad Abu Abdeen Dr. Galal Ramzy Chapter (3) Motion in one Dimension We begin our study o mechanics by studying the motion o an object (which is assumed to be

More information

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

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 SPH3UW/SPH4UI Unit 2.4 Friction Force Page o 8 ote Phyic Tool Box Kinetic Friction Force, : The ind o riction that act when a body lide over a urace. Static Friction Force, : Friction orce when there i

More information

5) A stone is thrown straight up. What is its acceleration on the way up? 6) A stone is thrown straight up. What is its acceleration on the way down?

5) A stone is thrown straight up. What is its acceleration on the way up? 6) A stone is thrown straight up. What is its acceleration on the way down? 5) A stone is thrown straight up. What is its acceleration on the way up? Answer: 9.8 m/s 2 downward 6) A stone is thrown straight up. What is its acceleration on the way down? Answer: 9.8 m/ s 2 downward

More information

Physics 218: Exam 1. Class of 2:20pm. February 14th, You have the full class period to complete the exam.

Physics 218: Exam 1. Class of 2:20pm. February 14th, You have the full class period to complete the exam. Phyic 218: Exam 1 Cla of 2:20pm February 14th, 2012. Rule of the exam: 1. You have the full cla period to complete the exam. 2. Formulae are provided on the lat page. You may NOT ue any other formula heet.

More information

Physics Review. Do: Page # Which of the following is an appropriate unit for velocity? A. s B. m C. m/s 2 D. km/h

Physics Review. Do: Page # Which of the following is an appropriate unit for velocity? A. s B. m C. m/s 2 D. km/h Physics Review Do: Page 413 417 #1 51 1. Which of the following is an appropriate unit for velocity? A. s B. m C. m/s 2 D. km/h Use the following information to answer Question 2. The following distance

More information

2015 PhysicsBowl Solutions Ans Ans Ans Ans Ans B 2. C METHOD #1: METHOD #2: 3. A 4.

2015 PhysicsBowl Solutions Ans Ans Ans Ans Ans B 2. C METHOD #1: METHOD #2: 3. A 4. 05 PhyicBowl Solution # An # An # An # An # An B B B 3 D 4 A C D A 3 D 4 C 3 A 3 C 3 A 33 C 43 B 4 B 4 D 4 C 34 A 44 E 5 E 5 E 5 E 35 E 45 B 6 D 6 A 6 A 36 B 46 E 7 A 7 D 7 D 37 A 47 C 8 E 8 C 8 B 38 D

More information

Practice Midterm #1 Solutions. Physics 6A

Practice Midterm #1 Solutions. Physics 6A Practice Midter # Solution Phyic 6A . You drie your car at a peed of 4 k/ for hour, then low down to k/ for the next k. How far did you drie, and what wa your aerage peed? We can draw a iple diagra with

More information

Physics 20 Lesson 16 Friction

Physics 20 Lesson 16 Friction Phyic 0 Leon 16 riction In the previou leon we learned that a rictional orce i any orce that reit, retard or ipede the otion o an object. In thi leon we will dicu how riction reult ro the contact between

More information

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

Practice Problems Solutions. 1. Frame the Problem - Sketch and label a diagram of the motion. Use the equation for acceleration. Chapter 3 Motion in a Plane Practice Proble Solution Student Textbook page 80 1. Frae the Proble - Sketch and label a diagra of the otion. 40 v(/) 30 0 10 0 4 t () - The equation of otion apply to the

More information

Fair Game Review. Chapter 6 A B C D E Complete the number sentence with <, >, or =

Fair Game Review. Chapter 6 A B C D E Complete the number sentence with <, >, or = Name Date Chapter 6 Fair Game Review Complete the number entence with , or =. 1..4.45. 6.01 6.1..50.5 4. 0.84 0.91 Find three decimal that make the number entence true. 5. 5. 6..65 > 7..18 8. 0.0

More information

Fair Game Review. Chapter 7 A B C D E Name Date. Complete the number sentence with <, >, or =

Fair Game Review. Chapter 7 A B C D E Name Date. Complete the number sentence with <, >, or = Name Date Chapter 7 Fair Game Review Complete the number entence with , or =. 1. 3.4 3.45 2. 6.01 6.1 3. 3.50 3.5 4. 0.84 0.91 Find three decimal that make the number entence true. 5. 5.2 6. 2.65 >

More information

Department of Mechanical Engineering Massachusetts Institute of Technology Modeling, Dynamics and Control III Spring 2002

Department of Mechanical Engineering Massachusetts Institute of Technology Modeling, Dynamics and Control III Spring 2002 Department of Mechanical Engineering Maachuett Intitute of Technology 2.010 Modeling, Dynamic and Control III Spring 2002 SOLUTIONS: Problem Set # 10 Problem 1 Etimating tranfer function from Bode Plot.

More information

NCAAPMT Calculus Challenge Challenge #3 Due: October 26, 2011

NCAAPMT Calculus Challenge Challenge #3 Due: October 26, 2011 NCAAPMT Calculu Challenge 011 01 Challenge #3 Due: October 6, 011 A Model of Traffic Flow Everyone ha at ome time been on a multi-lane highway and encountered road contruction that required the traffic

More information

MAE 101A. Homework 3 Solutions 2/5/2018

MAE 101A. Homework 3 Solutions 2/5/2018 MAE 101A Homework 3 Solution /5/018 Munon 3.6: What preure gradient along the treamline, /d, i required to accelerate water upward in a vertical pipe at a rate of 30 ft/? What i the anwer if the flow i

More information

303b Reducing the impact (Accelerometer & Light gate)

303b Reducing the impact (Accelerometer & Light gate) Senor: Logger: Accelerometer High g, Light gate Any EASYSENSE capable of fat logging Science in Sport Logging time: 1 econd 303b Reducing the impact (Accelerometer & Light gate) Read In many porting activitie

More information

CHAPTER 3 ACCELERATED MOTION

CHAPTER 3 ACCELERATED MOTION Physics Approximate Timeline Students are expected to keep up with class work when absent. CHAPTER 3 ACCELERATED MOTION Day Plans for the day Assignments for the day 1 3.1 Acceleration o Changing Velocity

More information

Review. acceleration is the rate of change of velocity (how quickly the velocity is changing) For motion in a line. v t

Review. acceleration is the rate of change of velocity (how quickly the velocity is changing) For motion in a line. v t Accelerated Motion Reiew acceleration is the rate o change o elocity (how quickly the elocity is changing) For motion in a line a i t t When an object is moing in a straight line, a positie acceleration

More information

HW9.2: SHM-Springs and Pendulums

HW9.2: SHM-Springs and Pendulums HW9.: SHM-Sprin and Pendulum T S m T P Show your wor clearly on a eparate pae. Mae a etch o the problem. Start each olution with a undamental concept equation written in ymbolic ariable. Sole or the unnown

More information

PHYSICS 151 Notes for Online Lecture 2.3

PHYSICS 151 Notes for Online Lecture 2.3 PHYSICS 151 Note for Online Lecture.3 riction: The baic fact of acrocopic (everda) friction are: 1) rictional force depend on the two aterial that are liding pat each other. bo liding over a waed floor

More information

Halliday/Resnick/Walker 7e Chapter 6

Halliday/Resnick/Walker 7e Chapter 6 HRW 7e Chapter 6 Page of Halliday/Renick/Walker 7e Chapter 6 3. We do not conider the poibility that the bureau might tip, and treat thi a a purely horizontal motion problem (with the peron puh F in the

More information

Source slideplayer.com/fundamentals of Analytical Chemistry, F.J. Holler, S.R.Crouch. Chapter 6: Random Errors in Chemical Analysis

Source slideplayer.com/fundamentals of Analytical Chemistry, F.J. Holler, S.R.Crouch. Chapter 6: Random Errors in Chemical Analysis Source lideplayer.com/fundamental of Analytical Chemitry, F.J. Holler, S.R.Crouch Chapter 6: Random Error in Chemical Analyi Random error are preent in every meaurement no matter how careful the experimenter.

More information

ORIGINAL ARTICLE Electron Mobility in InP at Low Electric Field Application

ORIGINAL ARTICLE Electron Mobility in InP at Low Electric Field Application International Archive o Applied Science and Technology Volume [] March : 99-4 ISSN: 976-488 Society o Education, India Webite: www.oeagra.com/iaat.htm OIGINAL ATICLE Electron Mobility in InP at Low Electric

More information

Math Skills. Scientific Notation. Uncertainty in Measurements. Appendix A5 SKILLS HANDBOOK

Math Skills. Scientific Notation. Uncertainty in Measurements. Appendix A5 SKILLS HANDBOOK ppendix 5 Scientific Notation It i difficult to work with very large or very mall number when they are written in common decimal notation. Uually it i poible to accommodate uch number by changing the SI

More information

Math 273 Solutions to Review Problems for Exam 1

Math 273 Solutions to Review Problems for Exam 1 Math 7 Solution to Review Problem for Exam True or Fale? Circle ONE anwer for each Hint: For effective tudy, explain why if true and give a counterexample if fale (a) T or F : If a b and b c, then a c

More information

CSE 355 Homework Two Solutions

CSE 355 Homework Two Solutions CSE 355 Homework Two Solution Due 2 Octoer 23, tart o cla Pleae note that there i more than one way to anwer mot o thee quetion. The ollowing only repreent a ample olution. () Let M e the DFA with tranition

More information

PHYSICS 211 MIDTERM II 12 May 2004

PHYSICS 211 MIDTERM II 12 May 2004 PHYSIS IDTER II ay 004 Exa i cloed boo, cloed note. Ue only your forula heet. Write all wor and anwer in exa boolet. The bac of page will not be graded unle you o requet on the front of the page. Show

More information

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

a = f s,max /m = s g. 4. We first analyze the forces on the pig of mass m. The incline angle is. Chapter 6 1. The greatet deceleration (of magnitude a) i provided by the maximum friction force (Eq. 6-1, with = mg in thi cae). Uing ewton econd law, we find a = f,max /m = g. Eq. -16 then give the hortet

More information

Holt Physics Problem 3E

Holt Physics Problem 3E NAME DATE CLASS Holt Phyic Problem 3E PROJECTILES LAUNCHED AT AN ANGLE PROBLEM SOLUTION 1. DEFINE. PLAN A flying fih leap out of the water with a peed of 15.3. Normally thee fih ue winglike fin to glide

More information

Chapter 2 Motion in One Dimension

Chapter 2 Motion in One Dimension Chapter 2 Motion in One Dimension Multiple Choice 1. The position of a particle moving along the x axis is given by 2 x = ( 21+ 22t 6 0. t )m, where t is in s. What is the average velocity during the time

More information

Physics 20 Lesson 28 Simple Harmonic Motion Dynamics & Energy

Physics 20 Lesson 28 Simple Harmonic Motion Dynamics & Energy Phyic 0 Leon 8 Siple Haronic Motion Dynaic & Energy Now that we hae learned about work and the Law of Coneration of Energy, we are able to look at how thee can be applied to the ae phenoena. In general,

More information

Section Induction motor drives

Section Induction motor drives Section 5.1 - nduction motor drive Electric Drive Sytem 5.1.1. ntroduction he AC induction motor i by far the mot widely ued motor in the indutry. raditionally, it ha been ued in contant and lowly variable-peed

More information

A) more mass and more inertia C) the same as the magnitude of the rock's weight C) a man standing still on a bathroom scale

A) more mass and more inertia C) the same as the magnitude of the rock's weight C) a man standing still on a bathroom scale 1. A 15-kilogram cart is at rest on a horizontal surface. A 5-kilogram box is placed in the cart. Compared to the mass and inertia of the cart, the cart-box system has A) more mass and more inertia B)

More information

There are two types of forces: conservative (gravity, spring force) nonconservative (friction)

There are two types of forces: conservative (gravity, spring force) nonconservative (friction) Chapter 8: Conservation o Energy There are two types o orces: conservative (gravity, spring orce) nonconservative (riction) Conservative Forces Conservative Force the work done by the orce on an object

More information

Linear Motion Test Review. 4. What does it mean when the sign of the acceleration is different than the sign of the velocity? Object is slowing down.

Linear Motion Test Review. 4. What does it mean when the sign of the acceleration is different than the sign of the velocity? Object is slowing down. Linear Motion Test Review 1. What is the slope o the graph o position versus time? LOOK IT UP IN YOUR NOTES 2. What is the slope o the graph o velocity versus time? LOOK IT UP IN YOUR NOTES 3. Name three

More information

= 16.7 m. Using constant acceleration kinematics then yields a = v v E The expression for the resistance of a resistor is given as R = ρl 4 )

= 16.7 m. Using constant acceleration kinematics then yields a = v v E The expression for the resistance of a resistor is given as R = ρl 4 ) 016 PhyicBowl Solution # An # An # An # An # An 1 C 11 C 1 B 31 E 41 D A 1 B E 3 D 4 B 3 D 13 A 3 C 33 B 43 C 4 D 14 E 4 B 34 C 44 E 5 B 15 B 5 A 35 A 45 D 6 D 16 C 6 C 36 B 46 A 7 E 17 A 7 D 37 E 47 C

More information

11.3 Acceleration. What Is Acceleration? How are changes in velocity described?

11.3 Acceleration. What Is Acceleration? How are changes in velocity described? What Is Acceleration? How are changes in velocity described? What Is Acceleration? Changes in Speed In science, acceleration applies to Acceleration can be caused by Deceleration is DOK question Predict

More information

Basic Applications. Equations of Tangent Lines

Basic Applications. Equations of Tangent Lines Math 1314 Some Applications of the Derivative Basic Applications Equations of Tangent Lines The first applications of the derivative involve finding the slope of the tangent line and writing equations

More information

CHAPTER 2 DESCRIBING MOTION: KINEMATICS IN ONE DIMENSION

CHAPTER 2 DESCRIBING MOTION: KINEMATICS IN ONE DIMENSION CHAPTER 2 DESCRIBING MOTION: KINEMATICS IN ONE DIMENSION OBJECTIVES After studying the material of this chapter, the student should be able to: state from memory the meaning of the key terms and phrases

More information

Fair Game Review. Chapter 6. Evaluate the expression. 3. ( ) 7. Find ± Find Find Find the side length s of the square.

Fair Game Review. Chapter 6. Evaluate the expression. 3. ( ) 7. Find ± Find Find Find the side length s of the square. Name Date Chapter 6 Evaluate the epreion. Fair Game Review 1. 5 1 6 3 + 8. 18 9 + 0 5 3 3 1 + +. 9 + 7( 8) + 5 0 + ( 6 8) 1 3 3 3. ( ) 5. Find 81. 6. Find 5. 7. Find ± 16. 8. Find the ide length of the

More information

Chapter 4 Conservation Laws

Chapter 4 Conservation Laws Conceptual Physics/ PEP Name: Date: Chapter 4 Conservation Laws Section Review 4.1 1. List three action and reaction pairs in the picture at right, on page 82 in text. c. 2. Why don t action and reaction

More information

Physics Sp Exam #4 Name:

Physics Sp Exam #4 Name: Phyic 160-0 Sp. 017 Ea #4 Nae: 1) A coputer hard dik tart ro ret. It peed up with contant angular acceleration until it ha an angular peed o 700 rp. I it coplete 150 revolution while peeding up, what i

More information

12/06/2010. Chapter 2 Describing Motion: Kinematics in One Dimension. 2-1 Reference Frames and Displacement. 2-1 Reference Frames and Displacement

12/06/2010. Chapter 2 Describing Motion: Kinematics in One Dimension. 2-1 Reference Frames and Displacement. 2-1 Reference Frames and Displacement Chapter 2 Describing Motion: Kinematics in One Dimension 2-1 Reference Frames and Displacement Any measurement of position, distance, or speed must be made with respect to a reference frame. For example,

More information

Chapter 2: Kinematics

Chapter 2: Kinematics Section 1 Chapter 2: Kinematics To simplify the concept of motion, we will first consider motion that takes place in one direction. To measure motion, you must choose a frame of reference. Frame of reference

More information

Recall that when you multiply a number by itself, you square the number. = 16 4 squared is = 4 2 = 4 The square root of 16 is 4.

Recall that when you multiply a number by itself, you square the number. = 16 4 squared is = 4 2 = 4 The square root of 16 is 4. 6.1 Propertie of Square Root How can you multiply and divide quare root? Recall that when you multiply a number by itelf, you quare the number. Symbol for quaring i nd power. = To undo thi, take the quare

More information

FALL TERM EXAM, PHYS 1211, INTRODUCTORY PHYSICS I Saturday, 14 December 2013, 1PM to 4 PM, AT 1003

FALL TERM EXAM, PHYS 1211, INTRODUCTORY PHYSICS I Saturday, 14 December 2013, 1PM to 4 PM, AT 1003 FALL TERM EXAM, PHYS 111, INTRODUCTORY PHYSICS I Saturday, 14 December 013, 1PM to 4 PM, AT 1003 NAME: STUDENT ID: INSTRUCTION 1. Thi exam booklet ha 14 page. Make ure none are miing. There i an equation

More information

Physics Exam 3 Formulas

Physics Exam 3 Formulas Phyic 10411 Exam III November 20, 2009 INSTRUCTIONS: Write your NAME on the front of the blue exam booklet. The exam i cloed book, and you may have only pen/pencil and a calculator (no tored equation or

More information

5-2 Energy. Potential and Kinetic Energy. Energy: The ability to do work. Vocabulary

5-2 Energy. Potential and Kinetic Energy. Energy: The ability to do work. Vocabulary 5-2 Energy Potential and Kinetic Energy Vocabulary Energy: The ability to do work. There are many dierent types o energy. This chapter will ocus on only mechanical energy, or the energy related to position

More information

Displacement vs. Distance Suppose that an object starts at rest and that the object is subject to the acceleration function t

Displacement vs. Distance Suppose that an object starts at rest and that the object is subject to the acceleration function t MTH 54 Mr. Simond cla Diplacement v. Ditance Suppoe that an object tart at ret and that the object i ubject to the acceleration function t a() t = 4, t te over the time interval [,1 ]. Find both the diplacement

More information

5 In a factory, regular stacks, each containing 150 pieces of paper, are measured using a pair of vernier calipers. The reading of one stack is shown.

5 In a factory, regular stacks, each containing 150 pieces of paper, are measured using a pair of vernier calipers. The reading of one stack is shown. PURE PHYSICS MECHANICS (PART I) 1 State the symbol of the SI unit for the following physical quantities. (a) Temperature (b) Density (c) Weight (d) Acceleration 2 For each of the following formula, derive

More information

QuickCheck. A cart slows down while moving away from the origin. What do the position and velocity graphs look like? Slide 2-65

QuickCheck. A cart slows down while moving away from the origin. What do the position and velocity graphs look like? Slide 2-65 QuickCheck A cart slows down while moving away from the origin. What do the position and velocity graphs look like? Slide 2-65 QuickCheck A cart speeds up toward the origin. What do the position and velocity

More information

1.1 Speed and Velocity in One and Two Dimensions

1.1 Speed and Velocity in One and Two Dimensions 1.1 Speed and Velocity in One and Two Dienion The tudy of otion i called kineatic. Phyic Tool box Scalar quantity ha agnitude but no direction,. Vector ha both agnitude and direction,. Aerage peed i total

More information

1) If the acceleration of an object is negative, the object must be slowing down. A) True B) False Answer: B Var: 1

1) If the acceleration of an object is negative, the object must be slowing down. A) True B) False Answer: B Var: 1 University Physics, 13e (Young/Freedman) Chapter 2 Motion Along a Straight Line 2.1 Conceptual Questions 1) If the acceleration of an object is negative, the object must be slowing down. A) True B) False

More information

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

MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. 1) If the acceleration of an object is negative, the object must be slowing down. A) True B) False

More information

Motion Along a Straight Line

Motion Along a Straight Line PHYS 101 Previous Exam Problems CHAPTER Motion Along a Straight Line Position & displacement Average & instantaneous velocity Average & instantaneous acceleration Constant acceleration Free fall Graphical

More information

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

Practice Problem Solutions. Identify the Goal The acceleration of the object Variables and Constants Known Implied Unknown m = 4. Chapter 5 Newton Law Practice Proble Solution Student Textbook page 163 1. Frae the Proble - Draw a free body diagra of the proble. - The downward force of gravity i balanced by the upward noral force.

More information