occurs when there is relative motion (when there's sliding)
Back
F (kinetic friction) =
Front
(µ)(N)
Back
uniform circular motion
Front
-speed is constant
- velocity is not constant because the direction of velocity is always changing
-in order to produce acceleration there must be a force towards the center
Back
displacement
Front
change in position
Back
gravitational force
Front
r is the distance between the two objects
F = G (mM)/(r^2)
Back
universal gravitational constant (G)=
Front
6.67 x 10^-11 N (m^2)/(kg^2)
Back
area between the graph and the t axis on a velocity-versus-time graph
Front
object's displacement
Back
slope of velocity-versus-time graph
Front
acceleration
Back
equilibrium
Front
- sum of all forces acting on an object is 0: F net=0
Back
kinetic energy
Front
the energy of an object due to motion
KE = (1/2) m v^2
Back
weight (of an object)
Front
the gravitational force exerted on it by the Earth or whatever planet W = mg
Back
friction force
Front
the component of the contact force that's parallel to the surface
Back
static equilibrium
Front
an object is at rest
Back
acceleration
Front
(change in velocity) / (time)
△v/△t
Back
position
Front
location in some point in space
Back
vector
Front
quantity that involves both magnitude and direction
Back
inertia
Front
the property of objects to naturally resist changes in their states of motion
Back
newton's law of gravitation
Front
any two objects in the universe exert an attractive force on each other called the gravitational force
Back
F (static friction, max) =
Front
( µ )(N)
(coefficient of friction) x (normal force)
Back
elastic potential energy
Front
Us= (1/2) kx^2
Back
potential energy
Front
the energy an object or system has by virtue of its position
Ug - gravitational potential energy
△Ug= mg△h
Back
kinematics
Front
mathematical tools for describing motion in terms of displacement, velocity, and acceleration
Back
centripetal acceleration
Front
centripetal= towards the center
* if a question has circular motion and asks about speed, set up with N2L and use this acceleration *
a = (v^2)/r
Back
Newton's third law
Front
for every action there is an equal but opposite reaction (action / reaction pair)
Back
Newton's second law
Front
F = ma
Back
power
Front
the rate at which one does work given by
P = (W/t) or P = (Fv)
Back
work at an angle
Front
- only component of force in direction of motion does any work
- a force applied perpendicular to direction of motion does ZERO work
W = Fdcos ø
Back
average speed formula
Front
(total distance) / (time)
Back
work
Front
-scalar
-if a force F acts over a distance d and F is parallel to d, then the work done by F is the product of force and distance
W=Fd