MA.912.A.7.1 Graphing Quadratic Equations
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Functions
Polynomials
Rationals-Discrete
In Your Text
Section 9-1 Page 525
Section 9-2 Page 537
What You Need To Know...
Graph quadratic equations.
- The benchmark will be assessed using MC (Multiple Choice) items.
- Students will identify the graph of a quadratic function given its equation.
- All Items will include graphics and may be set in either real-world or mathematical contexts.
- Quadratic equations will be presented in standard form only.
Example One
Example Two
Timmy and Kelli had a water's balloon launcher. When launched, the water balloon's height could be modeled by the quadratic equation
The graph shown below represents the water balloon's height.
Which of the following is true about the water balloon?
A. The water balloon reaches a height of 16 meters.
B. The water balloon reaches the height of 7.85 meters twice.
C. The water balloon has a maximum height of 17.15 meters.
D. The water balloon travels for 4.9 seconds before it hits the ground.
Additional Examples
From a Table of Values
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Graphing Quadratics
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More Graphing Quadratics
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Reference Sheet
