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NAME DATE PERIOD Lesson 7 Reteach Linear and Nonlinear Functions Linear functions represent constant rates of change. The rate of change for nonlinear functions is not constant. That is, the values
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Step 1: Identify the equation of the linear function that represents a constant. It should be in the form y = c, where c is a constant.
02
Step 2: Plot the given point (x, y) on the graph. Since the function represents a constant, the y-coordinate will be the same for all values of x.
03
Step 3: Draw a straight line passing through the given point. This line will represent the linear function that represents a constant.
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Step 4: Label the line with the equation y = c to indicate that it represents a constant value.

Who needs linear functions represent constant?

01
Linear functions that represent a constant are useful in various fields such as finance, economics, and physics.
02
In finance, linear functions representing constant values can be used to model steady growth or decline in investments or assets.
03
In economics, these functions can be employed to represent fixed costs or constant rates of change.
04
In physics, linear functions representing constant velocities or accelerations are utilized to describe the motion of objects.
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Linear functions represent constant values.
Anyone using linear functions to represent constant values must file.
To fill out linear functions representing constant values, input the corresponding coefficients and constants.
The purpose of linear functions representing constant values is to model relationships between variables.
The coefficients and constants used in the linear functions must be reported.
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