linear momentum
... What is the centre of mass of an object? Consider a bat thrown into the air. If you look closely, you will find that one special point of the bat moves in a simple parabolic path, just as a particle would if tossed into the air. That special point moves as though (1) the bat's total mass were conce ...
... What is the centre of mass of an object? Consider a bat thrown into the air. If you look closely, you will find that one special point of the bat moves in a simple parabolic path, just as a particle would if tossed into the air. That special point moves as though (1) the bat's total mass were conce ...
Ch.4-PSII
... 1. Your body converts Chemical PE from your food into the energy you need to function everyday. 2. The Calorie is the unit that food energy is measured. One Calorie = 4180 Joules. 3. Example: A candy bar has 200 calories, how many Joules? a. 1 Cal = 4180 J b. Candy Bar = 200 Cal c. 200 x 4180 = Joul ...
... 1. Your body converts Chemical PE from your food into the energy you need to function everyday. 2. The Calorie is the unit that food energy is measured. One Calorie = 4180 Joules. 3. Example: A candy bar has 200 calories, how many Joules? a. 1 Cal = 4180 J b. Candy Bar = 200 Cal c. 200 x 4180 = Joul ...
Cornell Notes 3.3 Newton`s Laws November 29, 2011 Pages 91
... Newton’s Third Law states that every action force creates a reaction force that is equal in strength and opposite in direction. There can never be a single force, alone, without its action-reaction partner. It doesn’t matter which force you call the action and which the reaction. The forces do not c ...
... Newton’s Third Law states that every action force creates a reaction force that is equal in strength and opposite in direction. There can never be a single force, alone, without its action-reaction partner. It doesn’t matter which force you call the action and which the reaction. The forces do not c ...
PY1052 Problem Set 8 – Autumn 2004 Solutions
... choose the centre of the board as the point about which we take our torques. The reason is that if we choose any other point, we will get a torque equation that has three unknowns: Fsupport , mboard and X, where X is the distance from the support to the mass M . This means that we’ll have two equati ...
... choose the centre of the board as the point about which we take our torques. The reason is that if we choose any other point, we will get a torque equation that has three unknowns: Fsupport , mboard and X, where X is the distance from the support to the mass M . This means that we’ll have two equati ...
Exploring Motion Introduction
... Newton’s three laws of motion describe the interaction of forces that control movement. The first law states that a body in motion will remain in motion unless acted upon by an unbalanced force. The same is true for a body at rest. The second law predicts that when an unbalanced force is applied to ...
... Newton’s three laws of motion describe the interaction of forces that control movement. The first law states that a body in motion will remain in motion unless acted upon by an unbalanced force. The same is true for a body at rest. The second law predicts that when an unbalanced force is applied to ...
Crossword for Acceleration
... about any point is equal to the sum of anticlockwise moments about that point. 5F Same as F5. 5O The abbreviation of the British unit of mass is lb. 6A & Newton’s first law states that a body remains in its state of rest or uniform motion unless 6M it is acted on by an unbalanced force, or a nonzero ...
... about any point is equal to the sum of anticlockwise moments about that point. 5F Same as F5. 5O The abbreviation of the British unit of mass is lb. 6A & Newton’s first law states that a body remains in its state of rest or uniform motion unless 6M it is acted on by an unbalanced force, or a nonzero ...
Physics 121
... Conservative Forces If the work done against a force does not depend on the path taken then that force is called a conservative force. Examples are gravity and spring force. The total mechanical energy (P.E. + K.E.) will remain constant in this case. If the work done against a force depends on the ...
... Conservative Forces If the work done against a force does not depend on the path taken then that force is called a conservative force. Examples are gravity and spring force. The total mechanical energy (P.E. + K.E.) will remain constant in this case. If the work done against a force depends on the ...
Work and Energy Study Guide
... Net Force = 65N-25N = 40N Work=Fxd Work=40Nx15m= 600 J 4. What is the spring constant for a spring that has 14J of potential energy when it is stretched 0.4m from its equilibrium position? PE=1/2kx2 14=1/2k(0.4)2 k=175N/m 5. A man carries a 60N bag of dog food down a 10m long hallway. How much work ...
... Net Force = 65N-25N = 40N Work=Fxd Work=40Nx15m= 600 J 4. What is the spring constant for a spring that has 14J of potential energy when it is stretched 0.4m from its equilibrium position? PE=1/2kx2 14=1/2k(0.4)2 k=175N/m 5. A man carries a 60N bag of dog food down a 10m long hallway. How much work ...
Name Period
... C) move. D) have no forces acting on it. 7. A car the goes from 0 to 60 mph in 7 seconds uses _________ power than/as an identical car that goes from 0 to 60 mph in 4 seconds. A) more B) less C) the same amount of 8. Potential energy is referred to as. A) non-mechanical energy. B) stored energy. C) ...
... C) move. D) have no forces acting on it. 7. A car the goes from 0 to 60 mph in 7 seconds uses _________ power than/as an identical car that goes from 0 to 60 mph in 4 seconds. A) more B) less C) the same amount of 8. Potential energy is referred to as. A) non-mechanical energy. B) stored energy. C) ...
Solutions - UCSB C.L.A.S.
... 4) Deep in the forest, a 17.0g leaf falls from a tree and drops straight to the ground. If its initial height was 5.30m and its speed on landing was 1.3m/s, how much non-conservative work was done on the leaf? We will use conservation of energy. Initially the leaf has gravitational potential energy, ...
... 4) Deep in the forest, a 17.0g leaf falls from a tree and drops straight to the ground. If its initial height was 5.30m and its speed on landing was 1.3m/s, how much non-conservative work was done on the leaf? We will use conservation of energy. Initially the leaf has gravitational potential energy, ...
02-5-net-force-with
... Model the motion of a BASE jumper who falls from rest, if his total mass (with chute) is 100 kg and his drag constant is 0.31. Graph y vs. t and vy vs. t. What is the BASE jumper’s terminal speed and approximately how long does he fall until he reaches this speed? ...
... Model the motion of a BASE jumper who falls from rest, if his total mass (with chute) is 100 kg and his drag constant is 0.31. Graph y vs. t and vy vs. t. What is the BASE jumper’s terminal speed and approximately how long does he fall until he reaches this speed? ...
