Tackle Word Problems in STRIDE

Tackle Word Problems in STRIDE

TCEA title card, "Tackle Word Problems in STRIDE", with a 3D illustration of a child stepping out of a computer monitor beside charts and an open book. Caption: Take word problems in STRIDE, a model or framework for solving word problems that mirrors schema-based frameworks.

“Math is my worst subject,” I often thought growing up. Never was this fact more evident than when my teacher presented me with a word problem. My mother, a veteran middle school math teacher, worked math problems and read Algebra textbooks the way I do books on writing. But the calculus of word problems continued to escape me even into college.

It’s no surprise that word problems intimidate. Having a framework to build problem-solving mastery may make the difference for students like me. I often wished for a simple approach to solving math problems, but my mother, who taught math for many years successfully, never gave me one approach or model. I always wonder, if we offered students one model or approach to use consistently, would that would work? Perhaps like George Polya’s approach or the STRIDE Model, which I will focus on in this blog.

The STRIDE Model

The STRIDE Model (Scan, Think, Reflect, Identify, Do, Evaluate) equips learners with systematic steps. It facilitates breaking down problems into steps. The Model aligns itself to schema-based instruction, and critical thinking. Let’s explore how to integrate STRIDE into classrooms with grade-specific activities, templates, and actionable infographics.

Let me know what you think, non-math experts and fellow bewildered word problem-solvers. Does STRIDE work for you?

Poster, "The STRIDE Model for Schema-Based Instruction and Critical Thinking in Math", listing six numbered steps whose initials spell STRIDE: 1 Scan the Problem (S), 2 Think About Connections (T), 3 Reflect on the Question (R), 4 Identify a Strategy (I), 5 Do the Work (D), 6 Evaluate Your Answer (E). Credited to Miguel Guhlin, mglink.org, for TCEA.

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An Example Solution: The STRIDE Framework

Let’s explore what this might look like below. If you’re a math teacher, I hope you’ll double-check the math and share your thoughts in the comments. Be kind, I’m not a math person and I totally relied on AI for support.

Worked example of the STRIDE model. The problem: a truck enters a highway driving 60 mph; a car enters the same highway 13 minutes later at 66 mph in the same direction; how long after the car enters will it catch up? A breakdown chart maps numbers (60 mph truck, 66 mph car, 13-minute head start) to key words ("catch up", "13 minutes later", "pass the truck") and math terms (distance = rate x time, relative speed = 66 - 60, solve for time in hours). Below, a "Scan Like a Detective" pass circles the numbers and underlines the key phrases in the problem text.

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1. Scan the Problem

  • Numbers:
    • Truck speed = 60 mph,
    • Car speed = 66 mph,
    • Head start = 13 minutes.
  • Key Words: “13 minutes later,” “pass the truck.”

2. Think About Connections

  • Relate to real-life highway overtaking.
  • Visualize the truck’s head start as a distance gap.

3. Reflect on the Question

  • Rephrase: “How long will the car take to close the 13-minute distance gap created by the truck?”

4. Identify a Strategy

Calculate the truck’s head start distance:

Determine the car’s relative speed:

5. Do the Work

Time to catch up:

6. Evaluate Your Answer
Verify both of these items:
a) Truck’s distance after 2.17 hours:

b) Car’s distance:

Digital Templates

Below, you will find a chart that clarifies each stage of the STRIDE strategy, along with some sample ideas for activities. You can find a Canva template link to the STRIDE Model here.

Strategy Activities Focus
Scan the Problem Problem dissection worksheets; keyword highlighting in multi-step problems Circle numbers, underline keywords
Think About Connections Drawing diagrams; writing real-life scenarios to contextualize problems Real-life connections, diagrams
Reflect on the Question Rephrasing exercises (individual worksheets and group comparisons) Goal identification, self-check prompts
Identify a Strategy Strategy justification; challenge prediction during planning Brainstorming, step-by-step planning
Do the Work Step-by-step demonstrations (interactive whiteboards); collaborative solving Showing work, explaining logic

Give it a go! Try students out on the STRIDE Model, a schema-based framework for solving word problems. You never know, it may assist them as they work to solve problems.

mathSTRIDE modelword problems