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8EE5D Wksh1 Comparing Two Bikers Name: Name Date Stepsister Answers Block: Date:Graphing Proportional Relationships Stepsister Lesson Weston and Jaden go for long bike rides. The graph below represents
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How to fill out graphing proportional relationships

01
Start by labeling the x-axis as the independent variable, and the y-axis as the dependent variable.
02
Identify the given data points for the proportional relationship.
03
Plot the data points on the coordinate plane.
04
Connect the data points using a straight line.
05
Extend the line to cover the entire graph, if necessary.
06
Check if the line passes through the origin (0,0). If it does, the relationship is proportional.
07
If the line does not pass through the origin, calculate the slope of the line.
08
Determine if the slope is a constant value. If it is, the relationship is proportional.
09
If the slope is not constant, the relationship is not proportional.

Who needs graphing proportional relationships?

01
Teachers teaching middle or high school math
02
Students learning about proportional relationships
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Researchers studying mathematical concepts
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Data analysts dealing with proportional data sets
05
Professionals working in fields like finance or economics
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Graphing proportional relationships involves plotting points on a graph to show how two variables are related in a proportional manner.
Students learning about proportional relationships in math class are typically required to graph them.
Graphing proportional relationships can be done by identifying the constant of proportionality and then plotting points on a coordinate plane.
The purpose of graphing proportional relationships is to visually represent how two quantities are related in a proportional manner.
The information reported on graphing proportional relationships includes the plotted points, the line representing the relationship, and any calculations used to determine the constant of proportionality.
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