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9.2 Solving Quadratic Equation by graphing
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Write the following equation in standard form.
1. 
Write the following equation in standard form.
2. 
3. 
Use the graph of following equations to find its solution.
(type answers as x= followed by integers or no real solution,
 for two solutions: type x= an integer by listing your smaller integer first)
4.
5.
*
Solve the following equation by graphing.
(type answers as x= followed by integers or no real solution,
 for two solutions: type x= an integer by listing your smaller integer first)
6. x2-5x=0
*
Solve the following equation by graphing.
(type answers as x= followed by integers or no real solution,
 for two solutions: type x= an integer by listing your smaller integer first)
7. x2=6x-9
(type answers as x= followed by integers or no real solution,
 for two solutions: type x= an integer by listing your smaller integer first)
8.x2-2x+5=0
(type answers as x= followed by integers or no real solution,
 for two solutions: type x= an integer by listing your smaller integer first)
9. x2-8x=-5
(type answers as x= followed by integers or no real solution,
 for two solutions: type x= an integer by listing your smaller integer first)
10. 
(type answers as x= followed by integers or no real solution,
 for two solutions: type x= an integer by listing your smaller integer first)
11.
Summarizing the steps
To solve a quadratic function by graphing, we need to follow the following 3 steps:
How are the x-intercept, zeros and solutions of the quadratic equation related? Explain.
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