McCRAJ: Graphing constant velocity motion

McCRAJ: Graphing constant velocity motion

When will the second race car catch up to the first?

 $d=vt+d_0$  

Multiple Choice

Which car is going the fastest?

• Green

• Red

• Blue

Multiple Choice

Which car is going the slowest?

• Green

• Red

• Blue

Multiple Choice

Which car has the biggest head start?

• Blue

• Red

• Green

Multiple Choice

Which car starts the furthest behind?

• Blue

• Red

• Green

Multiple Choice

Select the true statement

• Blue is going faster than red.

• Red is going faster than blue.

• Blue and red are going at the same speed.

• It is impossible to tell which one is faster.

Multiple Choice

Select the true statement.

• Blue has a head start

• Red has a head start

• Blue and red start at the same place.

• It is impossible to tell who has a head start

Multiple Select

Select the two cars with the same velocity.

• Red

• Blue

• Green

• Orange

Multiple Select

Select the two cars that start at 3 m.

• Red

• Blue

• Green

• Orange

Multiple Select

Select the two cars that start at -1 m.

• Red

• Blue

• Green

• Orange

Fill in the Blanks

What is the velocity of the red car?

Fill in the Blanks

What is the velocity of the red car? (Enter a decimal number in m/s.)

Fill in the Blanks

What is the velocity of the red car? (Enter a decimal number in m/s.)

Fill in the Blanks

Where did the red car start? (Enter an integer number in meters.)

Fill in the Blanks

At what distance did the green car catch up to the red car? (Enter a number in meters.)

Fill in the Blanks

At what time did the green car catch the red car? (Enter a number in seconds.)