We are going to solve for the values of x algebraically. Those answers are the x-value of the x-intercept. It is where the graph crosses the x-axis. That is true for the solution of any polynomial equation.
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Unit 6 (1) Notes Solving Quadratic Functions
Methods for solving 1. Factoring 2. Square Root Property 3. Completing the Square 4. Quadratic Formula 5. Graphing
Solving by Factoring 1.
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Unit 6 (1) Notes Solving Quadratic Functions
Solving by Square Root Property 1.
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Solving by Completing the Square 1.
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Unit 6 (1) Notes Solving Quadratic Functions
Solving by Quadratic Formula 2.
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Graphing Method #1 Type the equation into y= and graph. Note the number of solutions you are looking for. Check the table for where the y values are zero. These are the values of the x-intercepts (roots or zeroes)
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Unit 6 (1) Notes Solving Quadratic Functions
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Graphing Method #2 Type the equation into y= and graph. Note the number of solutions you are looking for. Check the table for where the y values are zero. If there are no values where y=0 then use the CALC function to find the zeroes.