There is no noticeable change in velocity because the mass is _____________ compared to the bug.
Front
huge
Back
Closed system
Front
Nothing enters or leaves.
Back
Heat
Front
Energy transfer from one object to another because of a temperature difference. (21.2)
Back
Work
Front
The product of the force on an object and the distance through which the object is moved (when force is constant and motion is in a straight line in the direction of the force); measured in joules. (9.1)
Back
All changes within a system
Front
cancel each other out so total momentum stays the same.
Back
Special case of Newton's 3rd Law
Front
The action and reaction are not on the same object.
Back
Elastic Collision
Front
Total KE remains the same before and after collision.
Objects involved in collision "bounce" off of each other.
Back
The time of impact is the _____ for both.
Front
same
Back
Mechanical energy
Front
Energy because of the position or movement of something; potential energy or kinetic (or a combination of both). (9.3)
Back
Two types of collision.
Front
1. Elastic 2. Inelastic
Back
A spacecraft in outer space increases velocity by firing its rockets. How can hot gases escaping from its rockets change the velocity of the craft when there is nothing in space for the gases to push against?
Front
Back
Momentum
Front
Related to the velocity and the mass. Mass times velocity. Big truck driving towards the right then a big bird hits the windshield. The truck has a velocity going to the right and the bird has a velocity going to the left.
Back
Law of Conservation of Momentum
Front
In closed, isolated system - total momentum remains constant.
Back
Newton's Third Law
Front
For every action force, there is an equal and opposite reaction force. Gravity pulling down and the normal force is pushing up. fg=fn
Back
The white cue ball travels across a pool table and collides with the stationary eight ball. The two ball have equal mass. After the collision the cue ball is at rest. What must be true of the speed of the eight ball?
Front
Back
Isolated
Front
No net external forces act on system.
Back
Vector
Front
An arrow whose length represents the magnitude of a quantity and whose direction represents the direction of the quantity. (2.1)
Back
Impact
Front
Not in book - will send after Ms. Haynie provides definition in class.
Back
Elastic collision
Front
Collision in which the colliding objects rebound without lasting deformation and heat generation. (8.5) times:..
Back
Both the bus and the bug experience the same change in ____________.
Front
momentum
Back
Kinetic energy
Front
Kinetic energy equal to half the mass times velocity squared energy.
Back
Inelastic Collision
Front
Some KE is lost as heat, sound.
Objects involved in collision become stuck together or become deformed.
Back
The bug has a greater change in velocity because the mass is ________________.
Front
much smaller than the bus
Back
Impulse
Front
The product of force and the time interval during which the force acts. Impulse equals change of momentum. (8.2)
Back
Potential energy
Front
The electric potential difference (voltage) between two points. Free charge flows when there is a difference and will continue until the two points reach a common potential (34.1):
Back
Bus traveling down the highway struck by bug which splatters on windshield
Front
Same force acts on both bug and bus.
Time of impact is the same for both.
Both experience same impulse.
Back
Power
Front
A price at which you work or energy becomes equal to the work done or transformed energy divided by time; measured in watts(8.2)
Back
Momentum
Front
The product of mass and velocity of an object (provided that the speed is much much less than the speed of light). It has magnitude and direction (a vector quantity). Also it called momentum.(8.1)
Back
How to solve conservation of momentum problem?
Front
a. Read problem.
b. Identify objects' masses and velocities before and after collision.
c. Remember - if objects become stuck together - _______ their massess after collision.
d. Use x to represent missing velocity.
e. Calculate objects' momentums before and after collision.
f. Set up momentums into algebra equation with equal sign separating before and after collision.
g. Solve for x.
Back
The ______ force acts on both the bug and bus.
Front
same
Back
Law of Conservation of momentum
Front
In the absence of a net external force, the momentum of an object or set of objects not change jobs:
Back
The bug suffers ________a.______ because it has a _____b._____.
Front
a. huge change in velocity
b. a small mass
Back
Two trucks that look the same collide. One was originally at rest. The trucks stick together and move off at more than half the original speed of the moving truck. What can you say about the contents of the two trucks?
Front
Back
Newton's First Law
Front
(inertia) An object at rest stays at rest, an object in motion stays in motion unless acted on by a force.When mass is conserved that means you have mass A and then at the end you have mass B.Conservation means it has to be the same.
Back
Newton's Second Law
Front
The net force on an object is its mass times its acceleration. This is motion.
Back
Conserved
Front
Term applied to a physical quantity, such as momentum, energy, or electrical charge, which remains unchanged during interactions. (8.4)