Authentic Lessons for 21st Century Learning

Pre-Algebra Calculator Lessons

Bailie Cobble | Published: June 30th, 2025 by K20 Center

Summary

This collection of pre-algebra lessons integrates the use of calculators to support students in problem-solving and conceptual understanding.

Resources

Probability in Sports

Probability 

Grade Level Grade Level

  • 8th Grade

In this lesson, students explore the concepts of statistics and probability in the context of basketball. Students play basketball in the classroom, gather data about shots made and missed, and calculate the probability of a successful shot. Students then step into the role of an NBA statistician and... Read more »

Lesson 5E Lesson
Probability in Sports

Probability 

Tag Related

  • Individual Career Academic Plan (ICAP)

Subject Subject

  • Mathematics

Grade Level Grade Level

  • 8th Grade

Copied To Clipboard Standards

  • PA.D.2.1, N 403, N 503
More 90 minutes
Time Frame 2-3 class period(s)
Pythagor-eatin' Theorem

Constructing the Pythagorean Theorem

Grade Level Grade Level

  • 7th - 8th

This lesson engages students in constructing the Pythagorean theorem using Cheez-It® crackers. Students will not only be able to visually see the theorem, but they will also subsequently prove why the Pythagorean theorem works for all right triangles. Read more »

Lesson 5E Lesson
Pythagor-eatin' Theorem

Constructing the Pythagorean Theorem

Course Course

  • Geometry, Middle School Mathematics

Subject Subject

  • Mathematics

Grade Level Grade Level

  • 7th - 8th

Copied To Clipboard Standards

  • PA.GM.1.1
More 120 minutes
Time Frame 2–3 class period(s)
Reduce, Reuse, Represent

Multiple Representations of Linear Functions

Grade Level Grade Level

  • 7th - 8th

In this lesson, students explore the relationship between different linear representations: algebraic, numerical, graphical, and verbal. Students will translate between graphs, tables, equations, and written descriptions. Students also learn how to create an equation from a table using the TI-30XS MultiView... Read more »

Lesson 5E Lesson
Reduce, Reuse, Represent

Multiple Representations of Linear Functions

Course Course

  • Pre-Algebra

Subject Subject

  • Mathematics

Grade Level Grade Level

  • 7th - 8th

Copied To Clipboard Standards

  • PA.A.2.1, PA.A.2.2, PA.A.2.3, AF403, AF502, AF503
More 110–135 minutes
Time Frame 3 class periods
Slope Matters

Slope-Intercept Form

Grade Level Grade Level

  • 7th - 9th

In this lesson, students use the Desmos Studio graphing calculator to explore how changing the y-intercept or slope of a line affects the graph. They will find real items to serve as examples of lines with defined slopes and use Desmos Studio to find the linear functions that represent those items.... Read more »

Lesson 5E Lesson
Slope Matters

Slope-Intercept Form

Course Course

  • Algebra 1, Pre-Algebra

Subject Subject

  • Mathematics

Grade Level Grade Level

  • 7th - 9th

Copied To Clipboard Standards

  • PA.A.2.4, A406, A514
More 90 minutes
Time Frame 1–2 class periods
You’re the Network

Data Analysis

Grade Level Grade Level

  • 8th Grade

Students will use data to create scatterplots, draw lines of best fit, and discuss trends found in television show ratings and viewership. Students will calculate range, mean, mode, and median from a given set of data. Students will also interpret data to discuss how decisions are made using statistics... Read more »

Lesson 5E Lesson
You’re the Network

Data Analysis

Course Course

  • Pre-Algebra

Subject Subject

  • Mathematics

Grade Level Grade Level

  • 8th Grade

Copied To Clipboard Standards

  • PA.D.1.1, PA.D.1.2, PA.D.1.3
More
Time Frame 1-2 class period(s)

Standards

ACT College and Career Readiness Standards - Mathematics (6-12)
N 403: Comprehend the concept of length on the number line, and find the distance between two points
N 503: Work with numerical factors
AF403: Relate a graph to a situation described in terms of a starting value and an additional amount per unit (e.g., unit cost, weekly growth)
AF502: Build functions and write expressions, equations, or inequalities with a single variable for common pre-algebra settings (e.g., rate and distance problems and problems that can be solved by using proportions)
AF503: Match linear equations with their graphs in the coordinate plane
A406: Exhibit knowledge of slope
A514: Determine the slope of a line from an equation
Oklahoma Academic Standards Mathematics (8th Grade)
PA.A.2.1: Represent linear functions with tables, verbal descriptions, symbols, and graphs; translate from one representation to another.
PA.A.2.2: Identify, describe, and analyze linear relationships between two variables.
PA.A.2.3: Identify graphical properties of linear functions, including slope and intercepts. Know that the slope equals the rate of change, and that the y-intercept is zero when the function represents a proportional relationship.
PA.A.2.4: Predict the effect on the graph of a linear function when the slope or y-intercept changes. Use appropriate tools to examine these effects.
Oklahoma Academic Standards for Mathematics (Grade 8)
PA.GM.1.1: Informally justify the Pythagorean Theorem using measurements, diagrams, or dynamic software and use the Pythagorean Theorem to solve problems in two and three dimensions involving right triangles.
PA.D.1.1: Describe the impact that inserting or deleting a data point has on the mean and the median of a data set. Know how to create data displays using a spreadsheet and use a calculator to examine this impact.
PA.D.1.2: Explain how outliers affect measures of central tendency.
PA.D.1.3: Collect, display and interpret data using scatterplots. Use the shape of the scatterplot to informally estimate a line of best fit, make statements about average rate of change, and make predictions about values not in the original data set. Use appropriate titles, labels and units.
PA.D.2.1: Calculate experimental probabilities and represent them as percents, fractions and decimals between 0 and 1 inclusive. Use experimental probabilities to make predictions when actual probabilities are unknown.

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