'Initial speed v0' presentation slideshows

Chapter 4: Accelerated Motion in a Straight Line

Chapter 4: Accelerated Motion in a Straight Line. 4.1 Acceleration 4.2 A Model for Accelerated Motion 4.3 Free Fall and the Acceleration due to Gravity. Chapter Objectives. Calculate acceleration from the change in speed and the change in time.

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Potential energy and conservation of energy

Potential energy and conservation of energy. Chapter8. Potential energy ? Energy of configuration Work and potential energy Conservative / Non-conservative forces Determining potential energy values: - Gravitational potential energy

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Chapter 8 Work & Kinetic Energy

Chapter 8 Work & Kinetic Energy. DEHS 2011-12 Physics 1. Energy. Energy can be thought of as a quantity that reflects the state of an object There are many different forms of energy, we will study mechanical energy: Kinetic Energy ? energy due to motion

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Cutnell/Johnson Physics 8 th edition

Cutnell/Johnson Physics 8 th edition. Classroom Response System Questions. Chapter 3 Kinematics in Two Dimensions. Reading Quiz Questions. 3.1.1. Which one of the following statements concerning the displacement of an object is false?

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Physics 203 College Physics I Fall 2012

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Chapter-6 Work and Energy

Chapter-6 Work and Energy. 6.1. Work Done by a Constant Force. 6.1. Work Done by a Constant Force. 6.1. Work Done by a Constant Force. Work is done when a force F pushes a car through a displacement s . 6.1. Work Done by a Constant Force.

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Chapter 5

Chapter 5. Force and Motion. Chapter 5 Force and Motion.

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Trigonometric Functions

Trigonometric Functions. Unit Circle Approach. The Unit Circle. Definition. Six Trigonometric Functions of t. The sine function associates with t the y-coordinate of P and is denoted by sin t = y The cosine function associates with t the x-coordinate of P and is denoted by cos t = x.

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FLUID FLOW MOTION OF OBJECTS IN FLUIDS

FLUID FLOW MOTION OF OBJECTS IN FLUIDS. How can a plane fly? Why does a cricket ball swing or a baseball curve? Why does a golf ball have dimples?. web notes: lect6a.ppt flow4.pdf flight.pdf. Resultant F R. Lift F L. drag F D. Motion of object through fluid .

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Homework for Chapter 1

Homework for Chapter 1. The time it takes a planet to make one complete trip around the sun is called the planet's. Orbit Revolution Rotation Period. Homework for Chapter 1. The ptolemaic system fulfilled the requirements of a scientific theory because.

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Chapter 9

Chapter 9. Linear Momentum and Collisions (Cont.). Outline. Conservation of linear momentum Collisions Elastic collisions (1D) Inelastic collisions (1D) Elastic collisions in 2D Examples. Conservation of Linear Momentum.

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Momentum-Impulse Theorem Collision:

Momentum-Impulse Theorem Collision:. If no external force, momentum always conserved. Is the kinetic energy conserved?. Inelastic collision. Completely inelastic collision: stick together. Elastic collision . If v 1i ,v 2i is same direction. v f. 6. 2 m/s. 2.5 m/s. 2600 kg. 1200 kg.

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FOOTBALL AND FUNCTIONAL DEPENDENCE

FOOTBALL AND FUNCTIONAL DEPENDENCE. TASK:. A Football player passes the ball to his teammate. Determine on what depends the length of the flight of the ball. h. 60. L. 45. 30. 40. Yox=Vo cos. V OY =V O sin. y. V o. V oy. V ox. x. SOLUTION:. At max h => V y = 0

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