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UNITS
School: Winthrop
Course: Physics With Calculus
UNITS: Time cgs SI BE/USC s s s Mass g Kg slug Force dyne newton, N pound, lb Distance cm m foot, ft Velocity cm/s m/s ft/s Acceleration Energy cm/s2 m/s2 ft/s2 erg joule, J ft.lb cgs centimeter, gram, second; SIInternational System; BE/USC Briti

Equations For Projectile Motion
School: Winthrop
Course: Physics With Calculus
Equations for Projectile Motion In the Xdirection In the Y direction

Kin1
School: Winthrop
Course: Physics With Calculus
<!DOCTYPE HTML PUBLIC "/W3C/DTD HTML 4.0 Transitional/EN"> <! saved from url=(0049)http:/140.247.57.206/Showcoll.taf?CollId=4603946 > <HTML><HEAD><TITLE>Kinematics</TITLE> <META httpequiv=ContentType content="text/html; charset=windows1252"> <S

Energy
School: Winthrop
Course: Physics With Calculus
Course:_ Name:_ Purpose: To investigate what happens to the energy of a cart as it slides down an inclined airtrack. Apparatus: Airtrack, cart, electronic balance, metal can, photogate sensor, meter stick, lab stand, Pasco 750interface, and PC. Th

Sgt1
School: Winthrop
Course: Physics With Calculus
PHYS 211 MWF 99:50 F08 Study Guide for Test #1 Chapters 1, 2, 3, & 4. Test will consist of multiple choice questions, regular questions, derivations, and problems. 1. Units, Unit standards, and unit conversions. (Conversion factors will be provi

Sgf
School: Winthrop
Course: Physics With Calculus
PHYS 211 MWF 99:50 F08 Study Guide For Final Format will be similar to Tests #1, #2, and #3; consists of multiple choice questions, regular questions, derivations, and problems. A. Materials from Test #1, #2, #3: Go over these tests. B. The equat

Oscillations
School: Winthrop
Course: Physics With Calculus
Chapter15 Oscillations The study and control of oscillations are two of the primary goals of both physics and engineering. The large ball seen in this photograph hangs on the 92nd floor of one of the world's tallest buildings. How can the ball cou

Equations Sheet
School: Winthrop
Course: Physics With Calculus
PHYS 211 Equations Sheet Translational Motion LINEAR Rotational Motion ANGULAR t Time Position Velocity Acceleration Kinematic Equations t x ( x = r ) (v = r ) (at = r ) v= dx dt dv a= dt = d dt d = dt ( ar = 2 r ) v = v0 + at v2 = v02

Chapter6a
School: Winthrop
Course: Physics With Calculus
Chap6: Friction Frictional forces are unavoidable in our daily lives. Pros and cons of friction. Magnitude of the maximum static frictional force is given by: f s ,max = s FN Magnitude of the kinetic frictional force is given by: f k = k FN Sa

Chapter4a
School: Winthrop
Course: Physics With Calculus
PHYS 211 Name:_ Q1, Page 76: Figure 424 shows thes initial position i and the final position f of a particle. What are the (a) initial position vector and (b) final position vector , both in unitvector notation? (c) What is the x component of dis

Chapter3a VER2
School: Winthrop
Course: Physics With Calculus
Chapter3 Vectors How does the ant know the way home with no guiding clues on the desert plain? Chapter 3 Vectors In physics we have parameters that can be completely described by a number and are known as scalars. Temperature and mass are such par

Chapter17
School: Winthrop
Course: Physics With Calculus
Chap17 WavesI I Point S r epr esent s a t iny sound sour ce, called a poi nt sour ce, t hat emit s sound waves in all dir ect ions. Sound Waves ar e longit udinal mechanical waves t hat can t r avel t hr ough solids, liquids, or gases. Wavefr o

Chapter13b
School: Winthrop
Course: Physics With Calculus
Gravitation Inside Earth A uniform shell of matter exerts no net gravitational force on a particle located inside it. This means that the sum of the force vectors on the particle from all the elements is zero. Uniform Earth Real (nonuniform) Earth

Chapter11c
School: Winthrop
Course: Physics With Calculus
11.7 Angular M oment um Figure shows a particle of mass m with linear momentum as it passes through point A in an xy plane. The angular momentum, of this particle with respect to the origin O is a vector quantity defined as: The direction of the ang

Chapter11b
School: Winthrop
Course: Physics With Calculus
114 The forces of rolling Friction and Rolling When an object rolls with constant speed (see top figure) it has no tendency to slide at the contact point P and thus no frictional force acts there. If a net force acts on the r rolling body it results

Chapter10b
School: Winthrop
Course: Physics With Calculus
106 Kinetic Energy of Rotation K= I2 Ifarigidbodyconsistsofafewparticles,wecancalculateitsrotationalinertiaaboutagiven rotationaxiswiththefollowingequation: 107 Calculating the Rotational Inertia I = mi ri 2 Ifarigidbodyconsistsofagreatmanyadja

Chapter 12 HWK
School: Winthrop
Course: Physics With Calculus
Chapter Homework: Q1. Figure 1215 shows four overhead views of rotating uniform disks that are sliding across a 12 frictionless floor. Three forces, of magnitude F, 2F, or 3F, act on each disk, either at the rim, at the center, or halfway betwe

Activity For 8b
School: Winthrop
Course: Physics With Calculus
U = W PHYS 211 Problems from Chapter 8 Change in potential energy, U is defined as being equal to the negative of the work done, W on the object by the force. 38. The potential energy of a diatomic molecule (a twoatom system like H2 or O2) is giv

211Speed Of Sound
School: Winthrop
Course: Physics With Calculus
Speed of Sound in Air Name:_ Partner(s):_ Course: _ Time:_ Purpose: Determine the speed of sound in air using different methods. A. Temperature Method Apparatus: PC with interface and temperature sensor. Theory: Speed of sound in air (in m/s) at te

211PreLab On Speed Of Sound
School: Winthrop
Course: Physics With Calculus
PHYS 211L Prelab on Sound Waves Name:_ Read sections 171 through 173, (p446447) in your text (HRW) and answer the following questions. 1. Distinguish transverse waves from longitudinal waves. 2. What are sound waves? 3. Distinguish wavefronts f

Chapter12a
School: Winthrop
Course: Physics With Calculus
Chapter12: Equilibrium Consider these four objects: (1) a book resting on a table, (2) a hockey puck sliding with constant velocity across a frictionless surface, (3) the rotating blades of a ceiling fan, and (4) the wheel of a bicycle that is travel

Chapter10a
School: Winthrop
Course: Physics With Calculus
Chapter10:Rotation TheRotationalVariables Angular Position, Angular Displacement, Anangulardisplacementinthecounterclockwise directionispositive,andoneintheclockwise directionisnegative. AngularVelocityand Acceleration AverageAngular Velocity: (In

Chapter7a
School: Winthrop
Course: Physics With Calculus
Chapter 7 Kinetic Energy and Work In this chapter we will introduce the following concepts: Kinetic energy of a moving object Work done by a force Power In addition, we will develop the workkinetic energy theorem and apply it to solve a variety of

Chapter11a
School: Winthrop
Course: Physics With Calculus
Chapter 11 Rolling, Torque, and Angular Momentum In this chapter we will cover the following topics: Rolling of circular objects and its relationship with friction.

Chapter6b
School: Winthrop
Course: Physics With Calculus
Uniform Circular Motion For derivation, go to Page 71, Text. Centripetal Force A centripetal force accelerates a body by changing the direction of the body's velocity without changing the body's speed. Circular motions require Centripetal forces. E

Chapter3a
School: Winthrop
Course: Physics With Calculus
Chapter3 Vectors Vectors and Scalars: Physics deals with many physical quantities, which are divided into scalars and vectors. A scalar quantity is one that can be described by a single number (including any units) giving its size or magnitude. Exam

Chapter13a
School: Winthrop
Course: Physics With Calculus
Chapter 13 Gravitation In this chapter we will explore the following topics: Newton's law of gravitation, which describes the attractive force between two point masses and its application to extended objects. Earth, above it The acceleration of

Chapter1a
School: Winthrop
Course: Physics With Calculus
PHYS 211 Mathematical Formulas How to study physics? 1. Read the text. A curious puzzling situation opens each chapter, to entice reading. Every chapter starts with the question, "What is physics?" As you read through the chapter, practice physics b

Chapter3b
School: Winthrop
Course: Physics With Calculus
3.5 Unit Vectors A unit vector is a vector that has a magnitude of exactly 1 and points in a particular direction. Unit vectors in a righthanded coordinate system are shown below. Sample Problem 33 For two decades, spelunking teams sought a con

Chapter16
School: Winthrop
Course: Physics With Calculus
Chapter 16. Waves I Waves are of three main types: 1. Mechanical waves. We encounter these almost constantly; common examples include water waves, sound waves, and seismic waves. All these waves have two central features: They are governed by Ne

Sgt2
School: Winthrop
Course: Physics With Calculus
PHYS 211 MWF 99:50 F08 Study Guide for Test #2 Chapters 5,6,7, & 8 Format will be similar to Test #1, consist of multiple choice questions, regular questions, derivations, and problems. A. You should know the following: 1. 2. 3. 4. 5. 6. 7. Newt

Chapter2b
School: Winthrop
Course: Physics With Calculus
2.6 Acceleration When a particle's velocity changes, the particle is said to undergo acceleration. Average acceleration is defined as the change in velocity over change in time. The instantaneous acceleration (or simply acceleration) is defined as

Eqforuifa
School: Winthrop
Course: Physics With Calculus
Equations for Unformly Accelerated motion in 1D 1 xx0 = x = vavg t +v 2 vavg = v02 +v 3 xx0 = x = v02 t 4 v=v0 + at 5 vavg = v0 + 1 at 2 5 xx0 = v0 t + 1 at2 2 6 xx0 = vt 1 at2 2 v2 v2 7 xx0 = 2a 0 1 2 3 4 5 5 6 7 For free Fall, x! y; a =! t m

PHYS 211 Equations Sheet
School: Winthrop
Course: Physics With Calculus
PHYS 211 Equations Sheet Time Position Velocity Acceleration Kinematic Equations Translational Motion LINEAR t x dx dt dv a= dt v = v0 + at v= Rotational Motion ANGULAR t ( x = r ) (v = r ) (at = r ) d dt d = dt = 0 + t = ( ar = 2 r ) v2 =