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Preview of Pythagorean Theorem Word Problems PowerPoint | Real-World Applications | Step-by

Pythagorean Theorem Word Problems PowerPoint | Real-World Applications | Step-by

Created by
STEMora
Help students confidently apply the Pythagorean Theorem to real-world situations with this structured, step-by-step PowerPoint lesson on word problems. This resource teaches students how to move from understanding the formula to interpreting, modelling, and solving real-life scenarios, making Pythagoras more meaningful and engaging. What’s Included Clear focus on real-world Pythagoras applications Step-by-step modelling of how to: Draw diagrams Identify right-angled triangles Label kno
Preview of Pythagorean Theorem PowerPoint Lesson | Finding a Missing Side (a or b) | Rearra

Pythagorean Theorem PowerPoint Lesson | Finding a Missing Side (a or b) | Rearra

Created by
STEMora
Teach students how to confidently find a missing shorter side (a or b) using the Pythagorean Theorem with this clear, structured PowerPoint lesson. This resource focuses on helping students move beyond finding the hypotenuse by learning how to rearrange and apply the formula a² + b² = c² when the hypotenuse is given. The lesson follows a step-by-step approach to build understanding and accuracy. What’s Included Clear revision of the Pythagorean Theorem Explicit teaching of rearranging the
Preview of Pythagorean Theorem PowerPoint Lesson | Finding the Hypotenuse | Guided Examples

Pythagorean Theorem PowerPoint Lesson | Finding the Hypotenuse | Guided Examples

Created by
STEMora
Make teaching the Pythagorean Theorem simple, structured, and engaging with this ready-to-use PowerPoint lesson! This lesson is designed to help students confidently find the hypotenuse (c) using the formula a² + b² = c², with clear modelling, guided practice, and independent application. Perfect for introducing Pythagoras or reinforcing key skills, this resource follows a gradual release (I Do → We Do → You Do) approach to support all learners. 🔍 What’s Included Step-by-step introduction t
Preview of Trigonometry Finding Angles PowerPoint | SOH CAH TOA Inverse Trig Lesson

Trigonometry Finding Angles PowerPoint | SOH CAH TOA Inverse Trig Lesson

Created by
STEMora
Teach students how to find unknown angles in right-angled triangles using SOH CAH TOA and inverse trigonometric functions with this clear, scaffolded PowerPoint lesson. This resource is designed to help students move from reviewing basic trigonometry ratios to confidently setting up trig equations and using a calculator to find missing angles. It includes step-by-step worked examples, calculator guidance, practice questions, worded problems, and challenge questions. Students will practise ide
Preview of Differentials & Linear Approximation Lesson | Calculus PPT + Practice Questions

Differentials & Linear Approximation Lesson | Calculus PPT + Practice Questions

Created by
STEMora
Help your students master differentials and linear approximation with this clear, scaffolded, and engaging lesson designed for Year 11 Maths Methods / introductory calculus. This resource builds understanding from first principles through to application, helping students confidently use dy=f′(x)dx to estimate changes and approximate values. 🔹 What’s Included: ✔ Step-by-step PowerPoint lesson (intro → worked examples → applications) ✔ Visual diagrams (tangent line, dxdxdx, dydydy, and c
Preview of Algebra: Simplifying Algebraic Expressions (Math)

Algebra: Simplifying Algebraic Expressions (Math)

Created by
STEMora
Master Algebra with Ease: The Ultimate Simplifying Algebraic Expressions PowerPoint Transform the way your students understand algebra! This engaging and easy-to-follow PowerPoint presentation breaks down simplifying algebraic expressions step by step, making it accessible, interactive, and visually appealing. ✅ Covers Both Addition/Subtraction & Multiplication/Division – ensuring students develop a strong foundation in algebra. ✅ Clear Explanations & Step-by-Step Examples – designed to
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My own education history

BSc, GradDipEd (Tertiary), GradDipEd (Secondary)