Free Printable Line of Best Fit Worksheets for Year 7

In Grade 7, students often move beyond simply plotting points to interpreting the nature of the relationship in a scatter plot. The focus shifts to identifying and describing the correlation as positive, negative, or having no association. They also begin to informally assess the strength of the relationship (strong vs. weak).

Use clear, contrasting examples. For positive correlation, use 'hours spent playing video games vs. hours spent outside' (as one goes up, the other tends to go down). For negative correlation, use 'temperature outside vs. ice cream sales' (as one goes up, the other tends to go up). Visuals are key; show scatter plots that clearly illustrate both trends.

These worksheets build on foundational skills by having students practice drawing approximate trend lines and, more importantly, interpreting them. Problems focus on identifying the type of correlation (positive, negative, none) and making informal predictions based on the visual trend in the data.

Students often confuse a strong correlation with a steep slope; a gentle slope can still represent a very strong, consistent relationship. The most significant conceptual error is assuming correlation implies causation—for example, concluding that higher ice cream sales *cause* the temperature to rise.

You can assign this resource as a digital quiz on Wayground for quick, auto-graded checks on understanding correlation. Alternatively, download the printable PDF for in-class practice or homework, which supports schools aiming to reduce student screen time. Every worksheet includes a full answer key.

In line with Common Core standards, Grade 7 mathematics introduces using random sampling to draw inferences about a population. Analyzing scatter plots extends this inferential thinking to relationships between two variables. It serves as a crucial bridge between plotting single-variable data in Grade 6 and formally modeling bivariate data in Grade 8.