Teach Math Everyday

This is a quick review of all Algebra I math standards based on Mathematics Georgia Standards of Excellence (GSE). The notes are created in a quick and visual format for students to create reference packet to study for topics in 6 different units. Feel free to write in your own words/notes/phrases -- however, I did include an answer key for how I filled in each guide with my students.

This can be used as individual notes or inserted into an Interactive Notebook. I shrink to 80% and it fits perfectly in our Interactive Math Notebook. Includes steps and examples of writing equations of trend lines as well as drawing accurate trend lines when given data. Page 1 is the notes, page 2 are more examples, and page 3 is a worksheet to give the students as independent practice.

This is a foldable to discuss different relationships formed when two parallel lines are cut by a transversal. It works great when you have students color the different angles in each flap (see preview). You need to copy front/back to get the foldable to line up correctly.

This is a quick mini lesson on relations and functions. There are 2 to a page so that they will fit into an Interactive Notebook. I also have a listing for a quick practice that is in a separate file. Because they go together, I will list them both at half the price I would together. I use this as my notes page in the Interactive Notebook and the practice page as the examples. Please see listing titled "Function or Not Practice."

This is a 2 page file. I shrink both 80% and insert in my students' Interactive Notebook. Describes the difference between frequency and relative frequency as well as how to construct a two way table. The first page are guided notes, while the 2nd page are more examples. The first page is completed as we complete a class survey and construct a two way table using that data.

This is a 2 page file with notes and examples to use as a mini lesson. This discusses how to determine a scale factor using both coordinates and side lengths to prove two figures are similar. Answer key is provided in preview. I shrink to 80% and include in my Interactive Notebook. Please let me know if you have any questions or concerns before or after purchasing! Thanks!

This is a mini-lesson I used as an insert in an Interactive Math Notebook that teaches students how to locate non-perfect squares and other irrational numbers on a number line. A key is provided in the preview. Please let me know if you cannot read it.

This is a short mini lesson introducing students to perfect cubes as well as a resource for students to memorize the basic perfect cubes 1-10. Solving equations with cube roots is also included. An answer key is provided in the preview.

This is a practice page for identifying rather a relation represents a function or not. I made it to accompany the listing "Relations and Functions Notes." I use both together they were just in separate files. I have listed both items at half the price that I would list them together. This is a good way for students to see the difference between relations that are functions and relations that are not.

This is an excellent resource for an Interactive Math Notebook. It includes a notes page that is simplistic and to the point. Also included are examples that can be used for the other side of the notebook to provide additional practice.

This is a 2 page document that I shrink to 80% and insert in an Interactive Math Notebook. The first page are notes with guided examples, and the 2nd page are more examples to use as independent practice.

These are examples that reinforce for students how to solve an equation for y, or put in slope-intercept form. I also have students practice identifying the slope and y-intercept once the equation is in slope-intercept form. I use this practice after introducing slope-intercept form (y=mx+b).

This is an addition to an Interactive Math Notebook for solving linear systems using the elimination method. Included are notes and examples.

This is a quick simple foldable that opens to 4 different scatter plots describing the difference between postiive association, negative association, linear association, and nonlinear association. Although they are not listed, I also make note of the terms outlier and cluster within the scatter plots inside.

This is a mini lesson on Reflections on the coordinate plane. This notes page is small enough to fit in an interactive notebook and 3 examples are provided to include as well. An answer key is provided in the preview.

This mini lesson allows students to use investigation skills and knowledge about angle relationships to discover Angle Sum Theorem.I normally follow up with two examples as practice as shown in the preview. Answer key is also provided in preview.

This is a practice page for angle relationships created from parallel lines and a transversal. I insert this page in my student's Interactive Notebook so there are 2 per page.

This is a great resource to add to an Interactive Math Notebook to help students solve systems of linear equations using the graphing method. It is simple and condensed enough to fit on one page and can be accompanied by additional examples on the opposite side of the notebook page. Sample examples are available for purchase.

This is a foldable to use for notes on Dilations. There are examples included to show a dilation using coordinates and a graph. This should be printed on both sides and flipped on the short edge.