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Classical mechanics

Physics Practice

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Physics
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Classical mechanics
Physical quantities
Mechanics
Collision
Conservation laws
Momentum
Elastic collision
Inelastic collision
Kinetic Energy
Le Sage's theory of gravitation
Impulse
Mass

APPHY6.T7practicetest Try the following practice test questions. Then, compare your work to the key on the last page 1. Which of the following quantities are units of momentum? (There could be more than one correct choice.) A) N ? m B) kg ? s/m C) kg ? m/s D) N ? s E) kg ? m2/s2 2. The momentum of an isolated system is conserved A) only in inelastic collisions. B) only in elastic collisions. C) in both elastic and inelastic collisions. 3. During World War I, Germany used a "Big Bertha" cannon to hurl shells into Paris 30 miles away. This gun also had a very long barrel. What was the reason for using a long barrel in these guns? A) to exert a larger force on the shells B) to reduce frictional losses

AP Physics Practice Questions

Subject: 
Physics
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Classical mechanics
Physical quantities
Mechanics
Collision
Conservation laws
Momentum
Elastic collision
Inelastic collision
Kinetic Energy
Le Sage's theory of gravitation
Impulse
Mass

APPHY6.T7practicetest Try the following practice test questions. Then, compare your work to the key on the last page 1. Which of the following quantities are units of momentum? (There could be more than one correct choice.) A) N ? m B) kg ? s/m C) kg ? m/s D) N ? s E) kg ? m2/s2 2. The momentum of an isolated system is conserved A) only in inelastic collisions. B) only in elastic collisions. C) in both elastic and inelastic collisions. 3. During World War I, Germany used a "Big Bertha" cannon to hurl shells into Paris 30 miles away. This gun also had a very long barrel. What was the reason for using a long barrel in these guns? A) to exert a larger force on the shells B) to reduce frictional losses

Newtons 3 Laws

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Physics
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Classical mechanics
Force
Mechanics
Physical quantities
Acceleration
Inertia
Reaction
Mass
newton's Laws of motion
Tension
G-force
motion

Newton?s 3 Laws Of Motion Mia Bentley and Dekendrick Bullie 2nd period 10/9/15 Newton?s 1st law An object at rest will remain at rest unless effected by an unbalanced force. An object in motion stays in motion at the same speed unless effected by an unbalanced force. Also known as law of inertia There is a natural tendency for objects to do their own thang All objects resist changes in their states of motion and will maintain motion if not affected by an unbalanced force Any object in motion involves acceleration and then applies the second law Everyone continues in a state of rest or moving uniformly except being when its changed by an outside force Force is necessary for the change of velocity (no force, no acceleration) Newton?s 1st law .

Physics Lab 6

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Physics
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kinematics
Mechanics
Projectile motion
Ballistics
Classical mechanics
Parabola
Acceleration
Velocity

Adelinne Wenger Analyzing a Projectile?s Motion Lab #6 11/13/15 Mr. Glasel Period 5 Questions 1a. Plot a graphs of the following: Horizontal Position and Vertical Position vs. Time (on the same axis) Horizontal Velocity and Vertical Velocity vs Time (on the same axis) Horizontal Acceleration and Vertical Acceleration vs Time (on the same axis) Refer to data 1b. Describe the type of motion indicated by the horizontal motion graphs. The motion indicated by the horizontal motion graph in the first graph is a linear relationship; as time increases, the distance also increases. On the other two graphs, the velocity and acceleration stay the same as time passes making it a graph that isn?t linear.

Physics Lab 12

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Physics
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Physical quantities
Mechanics
Classical mechanics
Conservation laws
Momentum
motion
Mass
Force
Collision
Laws of science

Adelinne Wenger Analyzing The Law of Conservation of Momentum Lab #12 1/6/16 Mr. Glasel Period 5 Purpose: To determine the momentums of two cars after a spring ?explodes? pushing them apart and, for a variety of different situation, demonstrate that the law of conservation of momentum is obeyed in each case. Introduction

AP-physics equation1

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Physics
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Physical quantities
Mechanical engineering
Classical mechanics
Rotation
Angular momentum
Laws of science
Work
Equations of motion
Generalized coordinates

ADVANCED PLACEMENT PHYSICS 1 EQUATIONS, EFFECTIVE 2015 CONSTANTS AND CONVERSION FACTORS Proton mass, 271.67 10 kgpm -= ? Neutron mass, 271.67 10 kgnm -= ? Electron mass, 319.11 10 kgem -= ? Speed of light, 83.00 10 m sc = ? Electron charge magnitude, 191.60 10 Ce -= ? Coulomb?s law constant, 9 201 4 9.0 10 N m Ck pe= = ? i Universal gravitational constant, 11 3 26.67 10 m kg sG -= ? i Acceleration due to gravity at Earth?s surface, 29.8 m sg = UNIT SYMBOLS meter, m kilogram, kg second, s ampere, A kelvin, K hertz, Hz newton, N joule, J watt, W C? coulomb, C volt, V ohm, W 2 degree Celsius, PREFIXES Factor Prefix Symbol 1012 tera T 109 giga G 106 mega M 103 kilo k 10-2 centi c 10-3 milli m

College Physics Chapter 4 Notes

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Physics
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Force
Classical mechanics
Physical quantities
Mass
Isaac Newton
Normal force
Weight
newton's Laws of motion
Net force
Acceleration
Newton's law of universal gravitation
Inertia

Chapter 4 Notes: The Laws of Motion Forces Force ? push or pull on some object vector quantity Contact Forces ? result from physical contact between two objects Field Forces ? ?action-at-a-distance? gravity electric force magnetic force * The known fundamental forces in nature are all field forces In order of decreasing strength: strong nuclear force electromagnetic force weak nuclear force gravitational force Newton?s First Law An object moves with a velocity that is constant in magnitude and direction, unless acted on by a nonzero net force Net Force ? vector sum of all external forces exerted on an object Mass and Inertia Inertia ? tendency of an object to continue in its original state of motion Mass ? measure of an object?s resistance to changes in its motion due to force

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