# Chapter 2: One-Dimensional Motion

Created by: CK-12

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**Credit**: Wouter Kiel

**Source**: http://www.flickr.com/photos/wouterkiel/3443427312/

**License**: CC BY-NC 3.0

One-dimensional motion means moving forwards and/or backwards along a straight line, and is the simplest form of motion to study. The core of learning this is understanding *rate*s, which is how any quantity changes over time. Key rates we will study are speed, velocity, and acceleration.

## Chapter Outline

- 2.1. Locating an Object: Distance and Displacement
- 2.2. Speed and Velocity in One Dimension
- 2.3. Average Speed, Velocity, and Instantaneous Velocity
- 2.4. Uniform Acceleration
- 2.5. The Kinematic Equations

### Chapter Summary

- Displacement is the difference between the ending position and starting position of motion. It is a vector quantity.
- Velocity is the rate of change of position. It is vector quantity.
- Average speed can be computed finding the total distance divided by the total time or by a weighted average.
- The slope of a line in the position-time plane represents velocity.
- The area in the acceleration-time plane represents a change in velocity.
- Area in the velocity-time plane represents a change in position (displacement).
- The slope of a line in the velocity-time plane represents acceleration.
- The gravitational acceleration near the surface of the earth is very close to .
- The kinematic equations of motion in one dimension are:

- , always true
- , always true
- , constant acceleration only
- , constant acceleration only
- , constant acceleration only
- , constant acceleration only

### Image Attributions

**[1]****^**Credit: Wouter Kiel; Source: http://www.flickr.com/photos/wouterkiel/3443427312/; License: CC BY-NC 3.0

## Description

Covers the kinematics of linear motion, including position, speed, velocity, and acceleration along with how to solve kinematic equations.

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## Date Created:

Jun 27, 2013## Last Modified:

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