Cunningham Math

These notes explain what a regular polygon is and how to find its area. It includes detailed example problems that show how to use trigonometry to calculate the area depending on the information given. It can be used in as a class activity, an individual review, or many other ways.

This quick page of notes includes definitions and examples of: notation for line segment and measure of a line segmentpoints between other pointsthe Segment Addition PostulateThe notes are designed to be flexible. They can be used individually, in small groups, or as a whole class activity. You can use them as an intro to the topic or a review before a test. An answer key is included.

What is it?These fill in the blank notes explain the formulas for finding the area of a circle and a sector. Use them as an introduction to the topic or as a quick refresher. What is included?Blank notes to fill in.Three example problemsA color coded key with answers in terms of pi and rounded to the nearest hundredthWhy not try?Equations of Circles Notes (freebie!)Area of Composite Figures NotesArea of Regular Polygons NotesArea of Common Polygons NotesHow about some feedback?I hope this pro

These fill in the blank notes include definitions and examples of: Points Lines Planes Intersections Collinear Coplanar Segment Endpoint Ray A key is provided, but these notes are designed to be flexible. It can be used as an in class activity, an individual review, or many other ways.

This notes page has the formulas for calculating the area of a triangle, trapezoid, kite, parallelogram and rhombus. Print the second page on the back to use as example problems. The example problems are left blank so that you can customize the questions for the ability level of your students. A list of possible example problems is included.

This is a step by step geometric proof of the Pythagorean Theorem that requires students to make their own manipulative out of construction paper. It can be used in many ways. In my classroom I have used it as an introduction to a project where students were required to present a proof of the Pythagorean Theorem, but it could also work well for those odd class period where you need a filler activity that is educational without being stressful. I'm thinking of afternoons after standardized te

What is it?4 products for the price of 3! Bring formula charts to life with these fill in the blank notes that lead students through the formulas for several 2D figures. They can be used at the introduction of a new unit or as a quick refresher of the content. What is included?Fill in the blank notesA color coded answer keyExample problemsHow about some feedback?I hope this product can save you some time and make your busy life a little easier. Please take a moment to rate this product and f

These notes include examples of how to find the area of composite figures using both addition and subtraction. I've included a versions with dimensions on the figures as well as one without. You can make up your own measurements or have your students practice their ruler skills by measuring them for themselves. I hope this product can make your day a little easier. Please leave me a review so I can continue to improve the products in my store.

What is it?This is a quick one page graphic organizer about the equation of a circle on the coordinate plane. Use it as notes to present the topic, or as a review before a quiz or test. What is included?- The standard form of the equation of a circle - Fill in the blank notes explaining the equation. - An example problem with no labels for added flexibility. You can choose to provide the axes, coordinates, or have students make up their own and present them to the class. - A color coded key.

What is it?These fill in the blank style notes are a great way to introduce a new topic or use as a quick review. These notes review the trigonometric ratios sine, cosine, and tangent as well as their respective inverses. What's Included?Fill in the blank notes of trig ratios6 example problems (one for each trig function and one for each inverse)A color coded answer keyWhy not try ...?Equations of Circles Notes (Freebie!)Pythagorean Proof ActivityHow about some feedback?I hope this product c