Matholutions Solutions for Everything Math

This document can be used as a study guide, introduction notes, or for Interactive Notebooks. Included are the following: *Equal vs Congruent notation *Reflexive and Transitive definitions and examples *Parallel lines theorems (corresponding and alternate interior) with examples *Definitions and theorems and how they are used within proofs (congruence, segment bisector, angle bisector, midpoint, perpendicular lines, right angles, supplement postulate, and vertical angles theorem). *Two example

This is a tool that reinforces when to use radius or diameter depending on if students are finding circumference or area of a circle. In the past, my students would use the incorrect formula based on if they were given the radius or diameter. This will help students understand what is needed to calculate each problem. There is also a review of radius to diameter to give the students who struggle with this concept.

This is a helpful graphic organizer for describing when it is possible to construct 1 unique triangle, many triangles (ambiguous) or impossible to construct a triangle. Perfect for Interactive Math notebooks as a review.

This foldable has space for students to take notes and draw examples of reflections across the x-axis, the y-axis and the lines y = x and y = -x. I have used this for 8th grade and 9th grade math classes.

This foldable is for the Coordinate Algebra curriculum. It includes dilations of shapes including vertical and horizontal stretches and shrinks. You can have your students use their own shapes and then stretch and shrink them on the adjacent graphs.