Draw and Judge Lines of Best Fit
Written by Adi Ackerman, Head Teacher
"Draw and Judge Lines of Best Fit" is written for 8th Grade (Ages 13-14), and it covers Common Core 8.SP.A.2. A 7th grader who is already steady on data & graphing can use it too, and an older student can use it as a short review.


8th grade math worksheet: draw lines of best fit on four plots, then judge whether drawn lines fit and explain why. Answer key included. Part of our scatter plots and lines of best fit data & graphing collection. Aligned to Common Core standards.
How do I use this worksheet?
Use the describe and construct sheets first, then the line of best fit sheet. Save the plant growth study as a closing task or a small group project.
What students will practice
- Students will draw a line of best fit with about as many points above as below.
- Students will judge whether a drawn line is a good fit for the data.
- Students will explain in words why a line does or does not fit.


Describe Association in Scatter Plots


Construct Scatter Plots From Data Tables

Plant Growth Study With Scatter Plots


Interpret Slope and Intercept of a Line of Best Fit


Use a Linear Model to Make Predictions

Write a Linear Model From a Scatter Plot


Build Two-Way Frequency Tables From Surveys


Two-Way Relative Frequency Tables by Row and Column
Curriculum Links
Common Core State Standards
Statistics and Probability · 8th Grade
Standard: Know that straight lines are widely used to model relationships between two quantitative variables. For scatter plots that suggest a linear association, informally fit a straight line, and informally assess the model fit by judging the closeness of the data points to the line.
View all 8.SP.A.2 worksheets →Find this in the curriculum
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FAQ
How do I use this scatter plots and lines of best fit worksheet?
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Use the describe and construct sheets first, then the line of best fit sheet. Save the plant growth study as a closing task or a small group project.
What does this worksheet teach?
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Draw lines of best fit on four plots, then judge whether drawn lines fit and explain why. A line of best fit follows the trend, with about as many points above it as below it. The directions on the page read: In Part A, draw a line of best fit on each plot. In Part B, circle Yes or No and explain why. An answer key is included.
Can I use this scatter plots and lines of best fit worksheet for homeschool or classroom?
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Yes, both. We made it for 8th grade data & graphing, and it works the same at home or at school. At home, a student can work through it alone and then go over it with you, which shows quickly what is solid and what needs another look. In class it works as independent practice, homework or a warm-up, and you can print one copy or a full set.
How do you describe the association in a scatter plot?
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Give its direction (positive, negative or none), its form (linear or nonlinear) and its strength (strong or weak). Then name any outlier by its point. Describe Association in Scatter Plots uses a table for these choices.
What is an outlier on a scatter plot?
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It is a point that sits far from the pattern of the others. In Construct Scatter Plots From Data Tables, one student's 3 mile trip takes 34 minutes, far above the rest.
What makes a good line of best fit?
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It follows the direction of the points, with about as many points above it as below it. Draw and Judge Lines of Best Fit has students explain why a drawn line does or does not fit.
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Worksheet Details
| Grade | 8th Grade |
| Subject | Math |
| Topic | Data & Graphing |
| Standard | 8.SP.A.2 |
| Pages | 1 page |
| Difficulty | Medium |
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Describe Association in Scatter Plots


Construct Scatter Plots From Data Tables

Plant Growth Study With Scatter Plots


Interpret Slope and Intercept of a Line of Best Fit


Use a Linear Model to Make Predictions

Write a Linear Model From a Scatter Plot


Build Two-Way Frequency Tables From Surveys


Two-Way Relative Frequency Tables by Row and Column