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30 Cards in this Set

  • Front
  • Back
Motion
Change in position
Displacement
distance and direction of an objects final position from it's initial position.
Vector
quantity that is specified by both it's size and direction.
Speed
distance an object travels per unit of time
Instantaneous Speed
speed at a single instant of time
Average Speed
total distance traveled/total travel time
v^- =d/t
velocity
speed on an object and direction of motion
acceleration
change in velocity divided by the time it took to occur
a= vf-vi/tf-ti
force
push or pull that an object exerts on another.
Net Force
when two or more forces act on an object at the same time.
Balanced Forces
forces on an object that are equal in size and opp in direction.
Friction
force that opposes the sliding the sliding motion of two surfaces that are in contact.
static friction
force that prevents two surfaces from sliding past each other.
Sliding friction
force that acts on the opposite direction to the motion of a surface sliding on another surface.
Air Resistance
opposes the movement of an object that moves through the air.
Terminal velocity
highest velocity the falling obj will reach.
Isaac Newton
Published a set of three called the Newton's Laws of Motion.
1ST Law of Motion
states that if the net force of an obj is 0, the object stays at rest, if the obj is moving, it continues moving at a constant speed.
inertia
tendency of an onbject to resist a change in it's motion.
2nd law of motion
states that the acceleration of an obj is in the same direction as the net force on the obj.
you can calculate net force with the second law by:
a=fnet/mass
gravity
attractive forces between two objs that depends on the mass and distance between them.
gravitational force equation:
f=mg
Weight + equation
gravitational force exerted on an obj.
W=mg
centripetal acceleration:
acceleration towards the center or a curved or circular path.
centripetal force
net force exerted towards the center of a curved path
3rd law of motion
for every action force there is an equal and opposite reaction.
momentum + equation
product of its mass and velocity
p=mv
law of conservation of momentum
if objs exert forces only on each other, their total momentum is conserved.
collision
momentum is transferred from one obj to another.