Graph of a Quadratic Function | Features of the Parabola | CXC CSEC | GCSE | SAT
1. Minimum point; 2. Minimum value; 3. value of x that makes the graph a minimum; 4. roots of the equation or x-intercepts (aka solution of the quadratic function); 5. x-intercept(s) 6. coordinates of the x-intercept point(s); 7. y-intercept; 8. coordinates of the y-intercept point; 9. values of x, given the value of y on the graph; 10. equation of the axis of symmetry;

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Evaluating Functions| Inverse and Composite Functions | x value: undefined | CXC CSEC| GCSE | SAT

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Quadratic Function: Example 2| Features of the Parabola | CXC CSEC | GCSE | SAT

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y = mx + c | Determine equation given the gradient/slope (c) and a point on the line ~ CXC CSEC GCSE

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Gradient| y-intercept | y-intercept point| y = mx + c | Example 2: CXC CSEC GCSE Mathematics

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