MPM2D: Vertex Form of Quadratics y = a(x - h)² + k | Transformations Explained

In this lesson, we shift from standard form to vertex form and learn how to sketch quadratic functions using y = a(x - h)^2 + k. This form makes it much easier to identify key features of a parabola—especially the vertex and how the graph is transformed.

We break down how the values of a, h, and k impact the graph, including translations, reflections, and stretches/compressions. You’ll also see direct comparisons to the parent function y = x^2 to help visualize how each change affects the parabola.

This is a must-know concept in MPM2D and a major step toward mastering quadratic functions.

✅ Step-by-step transformations
✅ Clear connection to the parent function
✅ Ontario curriculum aligned

📘 Course: MPM2D – Grade 10 Academic Math
🏫 Ontario Education Online (BSID: 882902)

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Видео MPM2D: Vertex Form of Quadratics y = a(x - h)² + k | Transformations Explained канала Ontario Education Online