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Algebra Lessons Made Easy

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North Kingstown, Rhode Island, United States
About the store
I bring over 22 years of classroom experience teaching mathematics in public schools across Massachusetts and Rhode Island, working with students at both the middle school and high school levels. That range has shaped how I design instruction, and what works for an eighth grader encountering variables for the first time also has to hold up for a tenth grader who thinks they already know the rules. Besides my classroom work, I’ve served as an editor and content contributor for Houghton Mifflin/McDougal Littell, collaborating on a variety of math and STEM projects. That experience sharpened my focus on clarity, precision, and instructional design, including how tasks are sequenced, how examples are chosen, and how language either supports or blocks student understanding. I bring those two worlds together in every resource I create: the realities of daily classroom teaching and the intentional design of high-quality instructional materials. What you’ll find in my store are lessons that are carefully structured, classroom-tested, and built to help students think—not just follow steps. For Algebra 1 teachers working to reduce front-loaded notes and increase student thinking, this work is for you.
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All resources

Preview of Simplifying Algebraic Expressions - Building Thinking Classrooms Activity

Simplifying Algebraic Expressions - Building Thinking Classrooms Activity

Writing Algebraic Expressions in Simplest FormA Building Thinking Classroom Thin-Slicing Discovery ActivityStop teaching procedures . Let your students reason their way to the rules!In this highly engaging Building Thinking Classroom (BTC) activity, students uncover every rule for writing algebraic expressions in simplest form through structured comparison, discussion, and pattern noticing. Instead of memorizing steps, students repeatedly answer one powerful question: What conditions must be m
Preview of Linear vs Nonlinear Equations–Desmos Building Thinking Classrooms Activity

Linear vs Nonlinear Equations–Desmos Building Thinking Classrooms Activity

Linear vs Nonlinear Equations– Desmos Building Thinking Classrooms Activity (Algebra 1)Help your Algebra 1 students discover what makes an equation linear or nonlinear using Desmos instead of memorizing a rule they’ll forget. This Building Thinking Classrooms (BTC) activity is a student-centered, discovery-based lesson where students test, graph, simplify, and justify equations to uncover the structure of linear vs nonlinear relationships on their own. No front-loaded notes.No formula dumping
Preview of Unit Test - Solving Quadratic Equations and Inequalities by Graphing

Unit Test - Solving Quadratic Equations and Inequalities by Graphing

Prepare your students to conquer the world of quadratic equations and inequalities with the Quadratic Graphing Mastery Unit Test. This comprehensive examination will put your students' graphing skills to the test, challenging your ability to solve both equations and inequalities in the captivating realm of quadratic functions. Students have to navigate through a series of quadratic equations and showcase their proficiency in graphing them. Identify key features such as the vertex, axis of symmet
Preview of Perimeter and Area of Rectangles & Triangles Activity - Canine Corrals

Perimeter and Area of Rectangles & Triangles Activity - Canine Corrals

Welcome to the Canine Corral Geometry Matching Activity, a paw-sitively engaging challenge designed to test your students' geometry skills in selecting the perfect dog pen! Students will examine the needs of different dog breeds, each with its own unique dimensional needs. From pint-sized pups to larger breeds, students will use their geometric prowess to match each dog with its pen. This matching activiyt focuses on perimeter and area calculations of rectangles and triangles to match different
Preview of Quiz Perimeter and Area of Rectangles & Triangles - Canine Corrals

Quiz Perimeter and Area of Rectangles & Triangles - Canine Corrals

Welcome to the Canine Corral Geometry Quiz, a paw-sitively engaging challenge designed to test your students' geometry skills in selecting the perfect dog pen! Students will examine the needs of different dog breeds, each with its own unique dimensional needs. From pint-sized pups to larger breeds, students will use their geometric prowess to match each dog with its pen. This matching quiz focuses on perimeter and area calculations of rectangles and triangles to match different dog breeds with t
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About the store

Experience

I bring over 22 years of classroom experience teaching mathematics in public schools across Massachusetts and Rhode Island, working with students at both the middle school and high school levels. That range has shaped how I design instruction, and what works for an eighth grader encountering variables for the first time also has to hold up for a tenth grader who thinks they already know the rules. Besides my classroom work, I’ve served as an editor and content contributor for Houghton Mifflin/McDougal Littell, collaborating on a variety of math and STEM projects. That experience sharpened my focus on clarity, precision, and instructional design, including how tasks are sequenced, how examples are chosen, and how language either supports or blocks student understanding. I bring those two worlds together in every resource I create: the realities of daily classroom teaching and the intentional design of high-quality instructional materials. What you’ll find in my store are lessons that are carefully structured, classroom-tested, and built to help students think—not just follow steps. For Algebra 1 teachers working to reduce front-loaded notes and increase student thinking, this work is for you.

Teaching style

I focus on student thinking, not teacher explanation. I design lessons where students encounter carefully chosen examples, notice what stays the same, and build mathematical rules through reasoning and discussion. I use thin slicing to introduce ideas one constraint at a time, creating intellectual need without overwhelming students or stealing their thinking. Rather than confirming answers, I press for evidence, invite disagreement, and let the mathematics—not the teacher—be the authority in the room. The result is a classroom where students are expected to justify their ideas, learn from productive struggle, and see math as a system of structures that actually makes sense.

My own education history

Bachelor of Science in Mathematics and Masters in Secondary Education