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Quadratic Functions Polynomial Form
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y-intercept x-intercept(s)
Given Find Concavity Shape Vertex Axis of symmetry y-intercept x-intercept(s)
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Concavity
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a is positive Concavity Concave Up
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a is negative Concavity Concave Down
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a is positive Concavity Concave Up
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a is negative Concavity Concave Down
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Summary GIVEN Concave Up Concave Down
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Shape
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Regular
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Skinny
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FAT
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A B Regular Regular C D Skinny FAT
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A B Regular Regular C D Skinny FAT
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Summary GIVEN Regular Skinny FAT
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y-intercept
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y-intercept When x Equals Zero ?
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y-intercept When x Equals Zero
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y-intercept y-intercept
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Summary GIVEN y-intercept
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x-intercept(s)
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x-intercept(s) When y Equals Zero ?
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x-intercept(s) When y Equals Zero
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x-intercept(s) Graph Solutions and
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Summary GIVEN x-intercept(s) Solutions to: and
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ZEROS GIVEN x-intercept(s) Solutions to: and
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ZEROS Same? x-intercept(s) Solutions to: and
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Example Solutions to: and
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Example Solutions to: and
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NEVER TOUCHES THE X-AXIS
NO X-INTERCEPTS
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yes ZEROS x-intercept(s) NO
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ZEROS x-intercept(s)
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Vertex
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abscissa Vertex
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abscissa Vertex
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abscissa ordinate Vertex
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abscissa ordinate Vertex
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How Do You Find Vertex
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Vertex
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Vertex
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Vertex
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Vertex
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Summary GIVEN Vertex
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Axis of Symmetry
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Equation?
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Equation?
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Equation?
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? Axis of Symmetry Passes Thru The Vertex
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Axis of Symmetry Passes Thru The Vertex Vertex Therefore Axis of Symmetry
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Summary GIVEN Axis of Symmetry
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Maximum or Minimum
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Concave UP RANGE Vertex
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Maximum? NO Vertex
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Minimum? YES Vertex
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RANGE Vertex Concave Down
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Minimum? NO Vertex
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Maximum? YES Vertex
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Summary GIVEN Maximum or = Minimum
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