TPT
Total:
$0.00
Design a Safe Wheel Chair Ramp using Trigonometry
Share

Description

🚧 Design a Safe Wheelchair Ramp: A Real-World STEM Engineering Challenge (5E Lesson)

Bring authentic problem-solving into your classroom with this high-impact, real-world STEM project where students step into the role of engineers to design a safe, accessible wheelchair ramp using trigonometry, physics, and mathematical reasoning.

In this engaging 5E lesson, students tackle a meaningful question:
How can we use math to determine whether a ramp is safe?

🔍 WHY THIS PROJECT STANDS OUT

This is not just a worksheet—it’s a standards-aligned, inquiry-driven engineering challenge that immerses students in real-world decision-making. Students must analyze slope, calculate angles using inverse trigonometric functions, and apply safety standards to determine whether a ramp design is accessible.

They don’t just solve problems—they solve problems that matter.

⚙️ BUILT ON THE 5E INSTRUCTIONAL MODEL

This lesson is intentionally designed around the 5E instructional framework, supporting deep conceptual understanding and active learning:

  • Engage: Students are introduced to accessibility challenges and real-world constraints.
  • Explore: They investigate slope, ratios, and angle relationships through guided discovery.
  • Explain: Students apply trigonometric concepts (inverse tangent, angle calculation) to justify their reasoning.
  • Elaborate: Learners redesign the ramp to meet safety standards, applying engineering thinking.
  • Evaluate: Students defend their final design with mathematical evidence and clear justification.

🧠 REAL-WORLD APPLICATION OF STEM SKILLS

Students apply cross-disciplinary skills to:

  • Calculate and interpret slope and angle of elevation
  • Use trigonometric ratios (tan⁻¹) in context
  • Evaluate designs against real accessibility standards
  • Propose and justify engineering improvements
  • Communicate solutions using evidence-based reasoning

This project emphasizes critical thinking, problem-solving, and mathematical modeling—skills essential for future engineers, architects, and STEM professionals.

🎯 PERFECT FOR:

  • Physics Teachers – Connect concepts of incline, motion, and real-world constraints
  • Math Teachers (Algebra, Geometry, Trigonometry) – Apply functions and inverse trig in context
  • Engineering / STEM / CTE Educators – Implement authentic design challenges
  • Interdisciplinary Teams – Ideal for integrated STEM instruction

📦 WHAT’S INCLUDED:

  • Student Handout (print & digital-ready)
  • Teacher Guide with answer key and rubric
  • Visuals and real-world context materials
  • Structured support for claim, evidence, and reasoning
  • Built-in redesign challenge for deeper learning

📊 STANDARDS-ALIGNED & CLASSROOM-READY

Aligned to Common Core High School Mathematics and designed for Grades 9–11, this lesson supports:

  • Functions & modeling
  • Mathematical reasoning
  • Engineering design practices
  • STEM integration

💡 WHY TEACHERS LOVE IT

✔ Promotes deep engagement and collaboration
✔ Connects math to real-life impact and accessibility
✔ Supports hands-on, minds-on learning
✔ Easy to implement with clear structure and support materials

Turn your classroom into a real-world design lab.
Empower students to use math and science to make the world more accessible—one ramp at a time.

Report this resource to TPT
Reported resources will be reviewed by our team. Report this resource to let us know if this resource violates TPT's content guidelines.

Design a Safe Wheel Chair Ramp using Trigonometry

STEMifiED
1 Follower
$5.00

Highlights

Grades icon
Grades
9th - 12th
Standards icon
Standards
Pages
10
Answer Key
Included with rubric
Teaching Duration
30 minutes

Save even more with bundles

Transform Your STEM Program with an Engaging, Ready-to-Implement STEM Night Expo ExperienceBring your school community together around the excitement of discovery, innovation, and real-world problem solving with this STEM Night Expo Bundle featuring 12 fully designed stations aligned to the 5E Instr
Price $30.00Original Price $60.00Save $30.00
12

Description

🚧 Design a Safe Wheelchair Ramp: A Real-World STEM Engineering Challenge (5E Lesson)

Bring authentic problem-solving into your classroom with this high-impact, real-world STEM project where students step into the role of engineers to design a safe, accessible wheelchair ramp using trigonometry, physics, and mathematical reasoning.

In this engaging 5E lesson, students tackle a meaningful question:
How can we use math to determine whether a ramp is safe?

🔍 WHY THIS PROJECT STANDS OUT

This is not just a worksheet—it’s a standards-aligned, inquiry-driven engineering challenge that immerses students in real-world decision-making. Students must analyze slope, calculate angles using inverse trigonometric functions, and apply safety standards to determine whether a ramp design is accessible.

They don’t just solve problems—they solve problems that matter.

⚙️ BUILT ON THE 5E INSTRUCTIONAL MODEL

This lesson is intentionally designed around the 5E instructional framework, supporting deep conceptual understanding and active learning:

  • Engage: Students are introduced to accessibility challenges and real-world constraints.
  • Explore: They investigate slope, ratios, and angle relationships through guided discovery.
  • Explain: Students apply trigonometric concepts (inverse tangent, angle calculation) to justify their reasoning.
  • Elaborate: Learners redesign the ramp to meet safety standards, applying engineering thinking.
  • Evaluate: Students defend their final design with mathematical evidence and clear justification.

🧠 REAL-WORLD APPLICATION OF STEM SKILLS

Students apply cross-disciplinary skills to:

  • Calculate and interpret slope and angle of elevation
  • Use trigonometric ratios (tan⁻¹) in context
  • Evaluate designs against real accessibility standards
  • Propose and justify engineering improvements
  • Communicate solutions using evidence-based reasoning

This project emphasizes critical thinking, problem-solving, and mathematical modeling—skills essential for future engineers, architects, and STEM professionals.

🎯 PERFECT FOR:

  • Physics Teachers – Connect concepts of incline, motion, and real-world constraints
  • Math Teachers (Algebra, Geometry, Trigonometry) – Apply functions and inverse trig in context
  • Engineering / STEM / CTE Educators – Implement authentic design challenges
  • Interdisciplinary Teams – Ideal for integrated STEM instruction

📦 WHAT’S INCLUDED:

  • Student Handout (print & digital-ready)
  • Teacher Guide with answer key and rubric
  • Visuals and real-world context materials
  • Structured support for claim, evidence, and reasoning
  • Built-in redesign challenge for deeper learning

📊 STANDARDS-ALIGNED & CLASSROOM-READY

Aligned to Common Core High School Mathematics and designed for Grades 9–11, this lesson supports:

  • Functions & modeling
  • Mathematical reasoning
  • Engineering design practices
  • STEM integration

💡 WHY TEACHERS LOVE IT

✔ Promotes deep engagement and collaboration
✔ Connects math to real-life impact and accessibility
✔ Supports hands-on, minds-on learning
✔ Easy to implement with clear structure and support materials

Turn your classroom into a real-world design lab.
Empower students to use math and science to make the world more accessible—one ramp at a time.

Report this resource to TPT
Reported resources will be reviewed by our team. Report this resource to let us know if this resource violates TPT's content guidelines.

Reviews

This product has not yet been rated.
Rated 0 out of 5

Questions & Answers

Loading

Standards

to see state-specific standards (only available in the US).
Use inverse functions to solve trigonometric equations that arise in modeling contexts; evaluate the solutions using technology, and interpret them in terms of the context.
Apply geometric methods to solve design problems (e.g., designing an object or structure to satisfy physical constraints or minimize cost; working with typographic grid systems based on ratios).
NGSSK-2-ETS1-2
Develop a simple sketch, drawing, or physical model to illustrate how the shape of an object helps it function as needed to solve a given problem.
Loading