Motion

Question 1

Velocity is the derivative of _.

Answer 1

Distance

Question 2

Acceleration is the derivative of _.

Answer 2

Velocity

Question 3

Jerk is the derivative of _.

Answer 3

Acceleration

Question 4

You can always use a _ to graph them.

Answer 4

Calculator

Question 5

Put units if there are units in the _.

Answer 5

Problem

Question 6

To see if something is speeding up or slowing down solve for v(t) and a(t) and if they have the _ signs then it is speeding up.

Answer 6

Same

Question 7

Put time ranges as (x1, x2).

Answer 7

Tip

Question 8

( ) means _ include.

Answer 8

Not

Question 9

[ ] means _.

Answer 9

Include

Question 10

To read graphs

• Check what variables are on the _
• Find 0s
• Draw positive and negative slope
• Draw arrows to see when _ is greatest

Answer 10

Axis, slope

Question 11

Average speed

Answer 11

[s(2)-s(1)] / (2-1)

Question 12

Velocity

• Positive _ the x axis
• Negative _ the x axis
• It gets greater _ from the x axis
• _ direction when crosses x axis
• Velocity is 0 at the highest point
• Changing direction means an object _

Answer 12

Above, below, away, changes, stops

Question 13

Position

• A _ _ means that the object is at rest
• Away from horizontal tangent means _ _
• Make sure to put + or –
• s(0) is the height above the ground
• The _ height is the s(t) when v(t)=0
• Distance
  
  • Find x at every time it _ _ and then add

Answer 13

Horizontal tangent, speeding up, maximum, changes direction