CURVED GRAPHS 1 | How to plot Quadratics. Solve equations graphically, find Roots and Turning Point.

Learn how to plot a quadratic graph and use it to solve equations graphically. Also, learn how to identify the Roots and Turning Point of a Quadratic Graph.
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Key Concepts:
Revisit the structure of quadratic equations, expressed in the general form ax^2 + bx + c = 0.
Explore the graphical representation of quadratic equations - parabolas with unique properties.
Identify turning point (vertex) and the roots (x-intercepts) of a parabola.
By the End of This This Video, You'll Be Able To:
Plot the graph of a quadratic equation using various methods:
Determine the vertex (turning point) on the graph or by completing the square
Use the graph of a quadratic equation to solve for its roots (values of x for which y = 0).
Keywords (SEO):
Quadratic Equation, Parabola, Plotting Techniques, Intercept Method, Roots of a Quadratic, Turning Point, Vertex, Axis of Symmetry, Graph Interpretation, Math Problems, Algebra
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