Eternal Equations
Succinct Solving
Varying Variables
I like to move it move it!
Looking Ahead
100

The name of the set of equations of motion with constant acceleration

Kinematic Equations

100

2 steps forward, one step back. My displacement is ___ 

1 step forward

100

x

position

100

Throwing a Basketball

Curvilinear Motion

100
The SI Unit for force

Newton

200

The derivative of a constant

0

200

If I have a velocity equation, I need to _____ the equation to get acceleration

derive, take derivative of

200

x' (or x dot)

velocity, rate of change of position

200

sliding down a ramp

curvilinear motion

200

Newton's first law

object in motion stays in motion

300

The constant value in the equation below: 

Vf = Vo + a(t2 - t1)

a

Acceleration is always constant for our kinematic equations

300

V(t) = 2t^2

x(t) = ?

x(t) = 4t

300

Acceleration due to gravity in ft/s^2

32.2

300

running in a straight line

rectilinear motion

300

Newton's 2nd law

F = m*a

400

Finding the magnitude of a velocity vector with an x, y, and z component

(Vx2 + Vy2 + Vz2)1/2

400

a(t) = 3x2 + 9x + 1/3

@ t = 0, x = 0, v = 0, a = 1/3

v(t) = ?

v(t) = x3 + (9/2)x2 + (1/3)x

400

The value of horizontal acceleration during free fall

0

400

bullet fired from a gun

rectilinear motion

400

Magnitude of a force vector equation

(Fx2 + Fy2 + Fz2)1/2

500

Normal acceleration

An = v2/r

500

What is the velocity equation in the y direction? 

x(t) = 2t

y(x) = 3x

Vy(t) = 6

500

The direction of velocity when moving in a circle

Tangential

500

Someone running, observed by someone else at a different location

Relative motion

500

The starting point for any pulley problem

The datum

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