1. AP Review…thus far

2. Steps for solving physics problems
List your givens and what you are looking for.
Narrow down what type of problem it is (momentum, constant acceleration, etc.)
Look for the equation that you will ultimately need to solve the problem and see if you need to find any other variables first.
Reread the problem to make sure you didn’t miss any key points or terms.
Solve.

3. Graphs rise = Δy-axis run Δx-axis
The AP loves graphs, most of which we will never specifically look at, so be prepared to interpret and create graphs.
The x-axis is the independent variable (the one you control) and the y-axis is the dependent variable (the one affected by the independent variable).
Time is almost always an independent variable.
Remember that the slope of a line is
rise = Δy-axis
run Δx-axis
If a graph is a parabola, you can square the numbers on the x-axis to create a linear relationship

4. Speed and Velocity v = x – xo = Δx t – t0 Δt
There is a difference between average, final, and instantaneous speed/velocity.
With average speed there is no acceleration involved. The initial and final speed are the same
__   
v = x – xo = Δx
t – t Δt
With final speed, you usually need to use one of the constant acceleration equations
With instantaneous speed, it is the speed at that exact instant. This can be you final speed, your initial speed, or any other point in time.

5. Acceleration a = v – v0 = Δv t – t0 Δt
Acceleration is the change in velocity
The speed or the direction can change
a = v – v0 = Δv
t – t0 Δt
If the sign (+ or -) of the acceleration is the same as that of the velocity, the object is speeding up.
If the sign of the acceleration is the opposite of the velocity, then the object is slowing down.

6. Constant acceleration
v = v0 + at
x = ½ (v + v0)t
x = v0t + ½ at2
v2 = v02 + 2ax
You can only use a=-10m/s2 if the object is in free fall. If not, you can’t use this acceleration.
If no acceleration (or change in speed) is mentioned, but you see a velocity, you will most likely need the average velocity equations

7. Forces
As soon as you see something about forces in a problem, draw a FBD.
Weight (mg) is ALWAYS straight down
Normal force is ALWAYS perpendicular to the surface
If there is no acceleration (object at rest or moving at a constant velocity), then the net force in that direction is zero.
If a=0 in a direction, then ΣF=0 in that direction
Ups=downs; lefts=rights

8. Forces SI Unit of Force: kg x m/s2 = newtons (N) 3 laws of motion
Law of inertia (there are no forces here because there is no acceleration)
ΣF = ma
Law of action and reaction (this law involves