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Terms in this set (37)
Term
Final Velocity
Definition
This equation shows how to calculate the final velocity "v"of a motion starting with an initial velocity "vo" and experiencing a single constant acceleration "a" for a time "t"
Location
Image: Final Velocity
Term
position
Definition
This equation shows how to calculate the final position "x" based on initial position "xo" initial velocity "vo" the acceleration "a" that lasts for time "t"
Location
Image: position
Term
Final Velocity Squared
Definition
This equation shows how to calculate the square of the final velocity "v^2" based on the square of the initial velocity "vo^2" the acceleration and the displacement
Location
Image: Final Velocity Squared
Term
Newton's Second Law
Definition
This equation shows how to calculate the net force acting ON an object based on the objects mass "m" and acceleration "a"
Location
Image: Newton's Second Law
Term
Friction
Definition
This equation shows how to calculate The Force of static or kinetic friction acting on an object based on the coefficient of friction "mu" between the object and the surface and the normal force "FN"
Location
Image: Friction
Term
Centripetal acceleration
Definition
This equation shows how to calculate the centripetal acceleration based on the objects speed "v" and the radius of the turn "r"
Location
Image: Centripetal acceleration
Term
momentum
Definition
This equation shows how to calculate an objects momentum "p" based on the objects mass "m" and velocity " v"
Location
Image: momentum
Term
impulse
Definition
This equation shows how to calculate the impulse "J" (not shown) which is equal to the change in momentum "delta p" (shown) which is also equal to the product of the Force "F" and length of time "delta t" that the force acts on the object.
Location
Image: impulse
Term
Kinetic Energy
Definition
This equation shows how to calculate the Kinetic energy "K" based on the mass "m" and the speed squared "v^2"
Location
Image: Kinetic Energy
Term
Work
Definition
This equation shows how to calculate Work "W" as either the change in energy "delta E" or as the product of a force "F" and the displacement "delta d" that the force acts through. If they are not in the same direction, the angle "theta" must be included in the calculation.
Location
Image: Work

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