Equations Chris Stubbs Equations Chris Stubbs

Peace, Love, and Algebra: Solving Two-Step Equations and Inequalities

If solving equations feels chaotic for your students, two-step equations might just be the calm in the storm.
They teach structure, logic, and confidence—turning guesswork into understanding. Discover how two-step equations and inequalities can bring peace, love, and algebra to your classroom through structured practice and creative, engaging activities that make learning feel like fun instead of frustration.

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Equations Chris Stubbs Equations Chris Stubbs

Solving Multi-Step Inequalities: Common Mistakes and Smart Strategies

Multi-step inequalities have a way of rattling even confident middle school math students. One minute they’re cruising through two-step equations—then inequalities show up and suddenly everyone is asking, “Wait… do I flip the sign or not?”

In this post, we unpack why multi-step inequalities feel so hard, the common mistakes students make (and why those mistakes are actually a good sign), and the smart strategies that help students slow down, simplify first, and understand why the inequality sign flips. If your students remember the “hungry alligator” but panic when variables appear, this lesson is for you.

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Equations Chris Stubbs Equations Chris Stubbs

Rearranging Equations Without the Tears: Worksheets That Work

Literal equations may look like a tangle of letters, but they’re one of the most useful skills in Algebra—and beyond. From rearranging area formulas to isolating variables in physics equations, students who master this concept gain confidence, flexibility, and a deeper understanding of math’s structure. This post unpacks why students struggle with literal equations and how targeted worksheets can turn frustration into fluency. With the right practice, those puzzling formulas start to feel less like riddles and more like powerful tools.

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Equations Chris Stubbs Equations Chris Stubbs

Why Students Need to Master Combining Like Terms & Distributive Property

Middle school math can feel like a noisy jumble of variables and parentheses—but two essential skills help students cut through the confusion: combining like terms and using the distributive property. These aren’t just nice-to-haves—they’re non-negotiable foundations for success in Pre-Algebra and Algebra 1. In this post, we unpack common student struggles, share tips for clarity, and offer two printable worksheets (including a riddle!) to help your class master these skills without missing a beat.

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Equations Chris Stubbs Equations Chris Stubbs

Consecutive Integer Word Problems: Defending Earth from an Alien Invasion!

Consecutive integer word problems have been a staple of Algebra 1 for decades, helping students develop essential problem-solving skills. While they may seem old-fashioned, these problems remain highly relevant, appearing frequently on standardized tests. By adding an exciting alien invasion theme, educators can turn routine practice into an engaging and interactive lesson. This approach enhances student participation while reinforcing key algebraic concepts. Get ready to defend Earth—one equation at a time!

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Equations Chris Stubbs Equations Chris Stubbs

Mastering Algebra Word Problems: A Guide for Teachers

Teaching algebra word problems is both a challenge and an opportunity for math educators. Students often struggle with turning real-life scenarios into equations, but by following a structured approach, teachers can guide them to success. This guide walks through key strategies like starting with equations that involve variables on both sides, introducing formula rearrangement, and building confidence with consecutive integer problems. With these steps, students can move toward mastering more complex word problems and applying their algebraic skills in real-world contexts.

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Equations Chris Stubbs Equations Chris Stubbs

Navigating the Tracks of Multi-Step Equations: Strategies for Middle School Math Teachers

For middle school students, solving multi-step linear equations can feel like navigating a complex maze. This process requires understanding and applying various operations in a sequential manner, which can be challenging due to limited practice and insufficient focus in math textbooks. In this blog, we’ll explore these challenges and offer effective teaching strategies to help students master multi-step equations. From spreading out equation units to using visual aids like a "train track," these methods provide the support and guidance students need to build confidence and competence in their equation-solving skills.

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