Math is Marvelous

This product consists of (8.5x11-size) design posters of the area of a rectangle formula, area of a triangle formula, area of a parallelogram and plain posters for each of the formulas. The design posters were created to be colored, and the plain posters are available if a student chooses to create their own design. By coloring or drawing these posters, the student will better memorize/learn the formulas. The designs are created with some repetitious focus on the formula, some design related

This product consists of (8.5x11-size) design posters of the area formulas for rectangles, triangles, parallelograms, trapezoids, and circles and plain posters for each of the formulas. The design posters were created to be colored, and the plain posters are available if a student chooses to create their own design. A page has been added that has the four parallelogram formulas to color all on one page. By coloring or drawing these posters, the student will better memorize/learn the formulas. Th

This product was created to help students learn to find areas of trapezoids using the formula. The area formula for trapezoids is a bit more complex than some area formulas. The product is a tabular graphic organizer that prompts the students to list the two bases and the height, plug them into the formula, and the rest of the steps which are broken down to one step at a time. This product scaffolds students toward the goal of finding trapezoid areas without the organizer. This product is go

Do you want another way to remind students the difference between perimeter and area? This product is designed to do just that! Areas are generally found by multiplying dimensions of a geometric shape or polygon. Perimeters are generally found by adding the outside distance of a geometric shape. Sometimes students confuse the meaning of area and perimeter. To help students remember, these posters were created. The students may color the appropriate symbols on the posters, which will provide

This quick reference was created for my students so that they could identify sides, bases, and heights on triangles, rectangles, parallelograms, squares, and trapezoids so they could use the area formulas correctly. There are two sets of references per page. I hope it is of use to you as well. This product was created by Susan M. Walker.

This is a one-page brief introduction to the Pythagorean Theorem with an example where the hypotenuse is unknown and an example where one of the legs is unknown. This introduction is good as a review or introduction for Test Preparation. This product was created by Susan M. Walker.