Chapter 2: Motion

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Flashcards covering position, reference frames, distance, displacement, speed types and calculations, distance-time graphs, and velocity.

Last updated 8:00 PM on 10/1/26
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14 Terms

1
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What is required to determine the position of an object?

A reference point (or frame of reference) is needed to determine the position of an object.

2
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How can a frame of reference be created using axes?

A frame of reference can be created by drawing an x-axis and a y-axis so that they intersect at the reference point.

3
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How is distance defined and what is its SI unit?

Distance is the path from Point A to Point B (following the roads), and its SI unit is the meter (m\text{m}).

4
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What is displacement?

Displacement is always a straight line from Point A to Point B.

5
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What is speed and how is it calculated?

Speed is the distance an object travels per unit of time, calculated as Speed=distancetime\text{Speed} = \frac{\text{distance}}{\text{time}} (S=dtS = \frac{d}{t}).

6
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What are the units for speed mentioned in the notes?

The SI unit for speed is meters per second (m/s\text{m/s}), and another unit mentioned is kilometers per hour (km/hr\text{km/hr}).

7
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What is constant speed?

Constant speed is speed that doesn't go up or down and stays the same.

8
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What is average speed and what is its formula?

Average speed is total distance divided by total time (AS=total distancetotal time\text{AS} = \frac{\text{total distance}}{\text{total time}}).

9
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What is instantaneous speed and what is an example of it?

Instantaneous speed is speed at a given point in time; an example is a reading on a speedometer.

10
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On a distance-time graph, which axes represent time and distance?

Time is on the horizontal axis and distance is on the vertical axis.

11
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What does the slope of a line on a distance-time graph represent?

The slope of the line represents speed.

12
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What is velocity?

Velocity is speed in a direction.

13
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How are velocities combined when moving in the same direction versus different directions?

In the same direction, you add the velocities; in different directions, you subtract the velocities.

14
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What activities or applications are mentioned for using velocity?

Flying, track, and cross country.