Lesson 1: Speed and Velocity Answers

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Which formula is used to calculate average velocity?

A
V Subscript a v g Baseline = StartFraction x Subscript f Baseline minus x Subscript I Baseline over t Subscript f Baseline minus t Subscript i Baseline EndFraction
Option A
B
V Subscript a v g Baseline = StartFraction t Subscript f Baseline minus t sub I over x sub f minus x sub I
Option B
C
Option
Option C
D
v Subscript a v g Baseline = StartFraction t over d EndFraction
Option D
3

distancetimemotiondisplacement

A
distance
B
time
C
motion
D
displacement
4

Study the position-time graph for a bicycle.

Question illustration
A
The bicycle has speed but not velocity.
B
The bicycle is moving at a constant velocity.
C
The bicycle has a displacement of 3 m.
D
The bicycle is not in motion.
5

Which is an example of speed?

A
Cindy biked westward at 30 km/h.
B
A rock is to the left of a flowerpot.
C
A dog runs an average of 8 mph.
D
Leo lives 2 miles north of Andre.
6

Rhea is running towards Sean and kicks a soccer ball to him. Sean is standing still.

A
The speed of the ball from Sean’s reference frame would be greater than the speed of the ball from Rhea’s reference frame.
B
The speed of the ball from Sean’s reference frame would be less than the speed of the ball from Rhea’s reference frame.
C
The speed of the ball from Sean’s and Rhea’s reference frames would be 0 km/h.
D
The speed of the ball from Sean’s and Rhea’s reference frames would be less than 0 km/h.
7

The diagram shows a motion map for a train.

Question illustration
A
The train traveled south and then north.
B
The train moved at a velocity of 75 mph north.
C
The train had a greater velocity when it moved away from the origin.
D
The train stopped for 3 seconds.
9

Which best describes a reference frame?

A
a distance over which an object moves
B
the difference between start and end velocity
C
a position from which something is observed
D
the average speed of a group of objects

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