Stiger Solves Math

Partners work to solve their own individual problems, but their answers should match their partner's answers for each row. If the answers don't match, the pair has to work together to determine the correct solution to both problems. Solving proportions, using ratios to find missing values, multiple instances of the variable, all solutions are linear (no quadratics or factoring required)

Reference sheet covers the basics of equations of lines. Includes slope, slope-intercept form, point-slope form, and standard form. Perfect to have for students as they are learning the multiple forms of an equation to use as a reference when solving problems and great as a quick review for students in higher-level math courses.

Students work in pairs to find the distance between the given coordinates. Even though each student has a different problem, their answers will match. This allows them to check each other's work and troubleshoot if there's a difference in their answers. Can be used individually as a self-check practice.

Post the problems around the room and have students start at any question. They will use the worksheet provided to solve each system. The answer they get will guide them towards the next problem to solve.

Each partner solves their own set of one-step equations, but their answers should match their partner's answers. This allows groups to work on individual problem solving skills while allowing for collaboration to troubleshoot differing answers.

Partners will work together to solve separate problem sets that have the same answer for each row. They can check their answers with their partner and help each other when answers don't match. Requires students to solve linear equations and use error analysis to ensure answers are correct.

Print and post the equations around the room. Students will complete each question on the worksheet at the end. The answer that they get for the first problem tells them which problem to solve next.

Each partner finds the slope of their own points, but should get the same answer as their partner, even with different points. If answers don't match, the pair must troubleshoot their responses to find the correct answer.

Partners will work together to solve their own problem sets, but corresponding problems have matching answers. This allows partners to compare answers and troubleshoot with each other when they get different answers. Can also be used individually as self-check practice