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parabola up down vertex Graph Quadratic Equations axis of symmetry

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Presentation on theme: "parabola up down vertex Graph Quadratic Equations axis of symmetry"— Presentation transcript:

1 parabola up down vertex Graph Quadratic Equations axis of symmetry
The graph of a quadratic equation y = ax2 + bx + c is a ______________. If a is positive  parabola opens _____ If a is negative  parabola opens _________ The highest or lowest point on the graph is called a _____________. The parabola is symmetrical about the vertical line through the vertex. It is called an _______________________. The vertex has an x-coordinate of Steps for graphing! Example #1 1) 2) 3) 4) 5) parabola up down vertex axis of symmetry Find the x-coordinate of the vertex Make a table using points to the left and right of the vertex Connect points (parabola). Label vertex and axis of symmetry. State the domain and range.

2 (D) State the domain and range.
2. 3. 4. Use the equation : Find the x-intercepts. Find the vertex. Sketch the graph. (D) State the domain and range.


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