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Roots of Quadratic Equations shown Graphically
CONCEPTS
Solutions & Graphs
• Every time a line crosses or touches the x–axis, it is a solution
• A graph must cross or touch the x–axis for it to have any solutions (if not, the solutions are imaginary
Degree of Equation & Graphs
• Straight line that crosses the x–axis: linear term
• Bell shaped curve (or curved line) that crosses the x–axis: squared term
• Line up, then curved and then line up again: cubed term
PRACTICE PROBLEMS
Question 1 Show the linear (1st order), quadratic (2nd order), & cubed (3rd order) solution on a graph
-- Answer -- See below
ACT PRACTICE PROBLEMS
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