Bridget Rizza

Classifying Triangles in a Coordinate Plane

Area & Perimeter in a Coordinate Plane Answer key provided!

Practice proving that circles are similar. (Geometry FSA Standard)

Rules for determining the end behavior of a polynomial graph. Two on one sheet (saves paper!).

Translation & Reflection Practice ANSWERS INCLUDED!

Practice of all transformations... (FSA Standards) 1. Translations (coordinate notation & vectors) 2. Reflections 3. Rotations (about the origin & about a point) 4. Dilations (about the origin & about a point) 5. Glide Reflections 5. Composition of Trnasformations

Graphing Quadratics Kagan Roundtable In teams of up to 4 (preferable), students write a response on their own piece of paper. Students then pass their papers clockwise so each teammate can add to the prior responses. Each student will get practice finding the axis of symmetry, vertex, y-intercept and graphing the quadratic. Both vertex and standard form equations are included. ANSWER KEY included!

Classifying Rectangles, Rhombi & Squares in a Coordinate Plane

Practice with Properties of Parallelograms Includes... 1. Finding the missing vertex of a parallelogram. 2. Finding the intersection of the diagonals of a parallelogram. 3. Proving that a quadrilateral is a parallelogram. ANSWER KEY IS INCLUDED!!

The table provides more than one method to calculate the following: 1. Length of a segment 2. Midpoint of a segment 3. Endpoint of a segment given the other endpoint and the midpoint.

Graphing Polynomial Functions (Kagan Round Robin/Centers) Kagan Round Robin Activity In teams of up to 4 (preferable), students write a response on their own piece of paper. Students then pass their papers clockwise so each teammate can add to the prior responses. Each student will get practice determining end behavior, y-intercepts, roots, multiplicities, and finally graphing. Centers/Stations This activity may also be used as 4 different stations. ANSWER KEY IS INCLUDED!

Practice graphing polynomial functions. Students will be asked to identify the following concepts in order to graph the given polynomial: factoring, degree of a polynomial, end behavior, intercepts, multiplicities and roots.

Students will write equations, graph, evaluate and complete error analysis all with piecewise functions. Reflection questions are also provided at the end including standards of mathematical practices.

Students will answer 6 questions involving distance, midpoint, and slope in a coordinate plane. Then, they will create their own real-world problem(s) involving these topics. Great End-of-Course Review! Answer KEY included!!

Practice graphing and writing equations of circles. Great review for the FSA!!

Reflections in x-axis, y-axis, line y = x, line y = -x, vertical lines, and horizontal lines. A table of formulas is provided at the top of the page.

Practice graphing circles in a coordinate plane. Practice identify the radius and center of a circle.

Rules for Graphing Quadratics in both vertex form and standard form. Same chart twice on one page (saves paper!).

Graphing Polynomials Students will be asked to identify the following concepts in order to graph the given polynomial: factoring, degree of a polynomial, end behavior, intercepts, and roots.

Equations of Lines Overview