In a linear graph, the slope indicates the rate of change between two variables.
Understand the Problem
The question is asking for the definition or characteristic that the slope represents in the context of a linear graph, specifically how it relates to the change between two variables.
Answer
The slope indicates the rate of change as a constant between two variables.
The rate of change between two variables in a linear graph is indicated by the slope, which is a constant that shows how much the dependent variable changes for a unit change in the independent variable.
Answer for screen readers
The rate of change between two variables in a linear graph is indicated by the slope, which is a constant that shows how much the dependent variable changes for a unit change in the independent variable.
More Information
The slope of a linear function is crucial in determining how one variable changes as another variable changes. It tells us whether the dependent variable is increasing or decreasing and how quickly this change happens.
Tips
A common mistake is to confuse the slope with the y-intercept or to assume slope only represents 'speed' rather than any rate of change.
Sources
- Linear Patterns, Rate of Change, and Slope | Intermediate Algebra - courses.lumenlearning.com
- Rate of Change and Slope - content.nroc.org
- The slope of a linear function - Pre-Algebra - Math Planet - mathplanet.com
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