Looks like no one added any tags here yet for you.
a. The slope is 1/2a (Acceleration)
How to find CHANGE IN VELOCITY from acceleration vs. time graph
The friction force always ____ the motion (or the intent of motion). and is proportional to the ___ force.
When the force applied is less than the maximum static force of friction, the magnitude of the force of friction equals _______ and the acceleration equals ______.
In UCM are centripetal acceleration, centripetal force, and tangential velocity constant? Justify your answer.
The gravitational force between two objects is proportional to_____ and inversely proportional to _____.
a. A force with WORK that is INDEPENDENT of the path taken by the object GRAVITY
Ex. Gravitational force
a. A force with WORK that is DEPENDENT of the path taken by the object FRICTION
Ex. Friction force
Momentum of the system (p) and Velocity of center of mass (Vcm). Kinetic energy is conserved only in perfectly elastic collisions.
A system is open when an external force acts on it, ∑F≠0.
A system is closed when no external forces act on it, ∑F=0.
Points towards equilibrium.
It is proportional to the displacement from the equilibrium position.
mass, linear velocity, and perpendicular radius from an axis to the line of the object's motion
When r=0 (radius)
Given a net-torque vs. angular displacement graph, how do you find the change in rotational kinetic energy?
Displacement: meters (m)
Velocity: meters per second (m/s)
Acceleration: meters per second squared (m/s²)
Mass: kilograms (kg)
Force: Newtons (N)
Spring constant: Newtons per meter (N/m)
Angular displacement: radians (rad)
Angular velocity: radians per second (rad/s)
Angular acceleration: radians per second squared (rad/s²)
Rotational inertia: kilogram meter squared (kg⋅m²)
Torque: Newton meters (N⋅m)
Linear impulse: Newton seconds (N⋅s)
Linear momentum: kilogram meters per second (kg⋅m/s)
Work & energy: Joules (J) (N⋅m)
Power: Watts (W) (J/s)
Rotational Impulse: Newton meter seconds (N⋅m⋅s)
Rotational momentum: kilogram meter squared per second (kg⋅m²/s)
Rotational work & kinetic energy: Joules (J) (N⋅m)
Rotational power: Watts (W) (J/s)