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... Impulse is equal to Force x time, measured in Newton Seconds. ...
Sports Mechanics Principles
Sports Mechanics Principles

... Impulse is equal to Force x time, measured in Newton Seconds. ...
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Unit I: Concept Enhancer
Unit I: Concept Enhancer

... cart accelerated again, but the rate at which the speed changed was increased (you got to a high velocity faster) or you could say you had a greater acceleration. You knew this by the way your feet had to move faster and faster so that you could keep the force constant. So force is directly related ...
Newton`s Second Law
Newton`s Second Law

PS113 Chapter 4 Forces and Newton`s laws of motion 1 The
PS113 Chapter 4 Forces and Newton`s laws of motion 1 The

... • A force is described as the “push” or “pull” between two objects • There are two kinds of forces 1. Contact forces where two objects exert their force upon each other through physical contact, and 2. Action-at-a-distance forces where physical contact is not required to exert a force (e.g., gravity ...
Random Problems
Random Problems

... (b) If during the force of impact, Pete exerted a force of F on Repeat, what force did Repeat exert on Pete? According to Newton’s 3rd Law, for every force there is an equal but opposite force, therefore, Repeat exerted on force, F, on Pete. ...
Exercises on Force and Motion Exercise 1.1 A small object is subject
Exercises on Force and Motion Exercise 1.1 A small object is subject

... The California Department of Motor Vehicle Handbook states that if one is driving at a speed of 65 mph and applies the brakes, then it takes a distance of 234.7 feet to come to a stop. What value for acceleration does the DMV use for a car? If we assume that the car slows down with a constant accele ...
Teaching the Kepler laws for freshmen
Teaching the Kepler laws for freshmen

Newton`s 1st Law of Motion
Newton`s 1st Law of Motion

... at rest, they remain at rest unless acted on by an external force. Easy enough. But Galileo went on to say that objects moving in a straight line with constant speed (constant velocity, in other words) remain moving in a straight line with constant speed, unless acted upon by an external force. “Tha ...
Monday, Nov. 11, 2002
Monday, Nov. 11, 2002

... angular momentum. We’ve used linear momentum to solve physical problems with linear motions, angular momentum will do the same for rotational motions. z Let’s consider a point-like object ( particle) with mass m located at the vector location r and moving with linear velocity v L=rxp The instantaneo ...
File - Physics Made Easy
File - Physics Made Easy

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Traveling Washer in Two Dimensions
Traveling Washer in Two Dimensions

DESIGN AND TESTING OF INERTIA DYNAMOMETER FOR
DESIGN AND TESTING OF INERTIA DYNAMOMETER FOR

Solutions to Mechanics Problems
Solutions to Mechanics Problems

... It is assumed that: air resistance is negligible the runner moves at constant velocity the ball falls under gravity The intent of the question The aim is to check whether Aristotelian concepts still predominate, and to confirm the understanding of Newtonian mechanics, viz that if there is no force a ...
phys1443-fall04-111504
phys1443-fall04-111504

... If you grab onto a pole while running, your body will rotate about the pole, gaining angular momentum. We’ve used linear momentum to solve physical problems with linear motions, angular momentum will do the same for rotational motions. ...
Laws of Motion Test Name_________________________________
Laws of Motion Test Name_________________________________

College Physics
College Physics

Circular Motion Notes File
Circular Motion Notes File

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... Determine the maximum height of a projectile ...
Rotational Motion 1.1
Rotational Motion 1.1

... rotation has a larger I  and thus is harder to turn (accelerate)  than an object with the same mass that is distributed close to the axis of rotation. How do you calculate mr2 ? For point masses, you simply add the mr2 for each point. For solid objects (continuous distribution of mass), the sum o ...
Fig. 4: Control volume, Reynolds transport theorem.
Fig. 4: Control volume, Reynolds transport theorem.

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Document

Chapter 6-10 Resources
Chapter 6-10 Resources

... 5. An object in uniform circular motion is at position r 1 at the beginning of a time interval and position r 2 at the end of the time interval. Write an algebraic expression that describes the object’s average velocity during this time interval. You may want to draw a diagram to help you answer the ...
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Kinematics

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