Forces and Motion
Free Body Diagrams - object is always a closed dot, the tail of the force if touching the dot, and the forces need a label and direction, don’t add extra forces
Don’t include drag (air resistance) or friction unless it says “not negligible” or an object is coming to a stop
Causing acceleration will be the positive direction (even if its down or left), retarding or resistive force is negative direction
Net Force - all the force added together
Weight - always happens, always down, always draw first, symbols - fg, w, mg
Normal Force - only happens on a surface, always perpendicular to the surface, symbol N
When in freefall apparent weight (Normal Force) is 0
Scale on a elevator tells us the normal force
Tension - happens on string or rope, always away from object, symbol - T
Tension is always equal on the same rope
Tension will cancel out in every pulley question (Will not be used in Net Force Equations)
Pulley rope ?s - Acceleration = Difference in Weights / Total Mass
Thrust - force that puts you in the direction of motion
N (newtons) - Kg * m/s2
Newton’s third law - every force is a pair, the pair has equal and opposite magnitudes (action / reaction)
Tip for answering 3rd Law ?
Identify the 2 interacting objects and make sure they are in your answer
Normal Force and Weight will never be an action reaction pair
Weight force is caused by the earth
Static equilibrium- no net force, motionless or at rest
Dynamic equilibrium - no net force, no acceleration
FRQ rules - no components in a free body diagrams, need equations (first with variables then plug in numbers) and labels
Kinetic Friction = fk = ukn, depends on Normal Force
Static Friction - fs <= usN
Coefficient of static friction is always greater then coefficient of Kinetic Friction
Coefficient of static friction has a max value of 1 since it is a ratio (fs - k) / N
Drag - proportional to velocity (when velocity goes down drag goes down vise versa)
Terminal Velocity - Weight = Drag (which means 0 net force and 0 acceleration) still has velocity
For pushing box questions - to quickly solve find the percentage of weight on the boxes and use 2nd equation to solve (for both x and y direction)