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4.2 standard form of a quadratic function
4.2 standard form of a quadratic function
4.2 standard form of a quadratic function
4.2 standard form of a quadratic function
4.2 standard form of a quadratic function
4.2 standard form of a quadratic function
4.2 standard form of a quadratic function
4.2 standard form of a quadratic function
4.2 standard form of a quadratic function
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4.2 standard form of a quadratic function

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  • 1. 4.2 STANDARD FORM OF AQUADRATIC FUNCTIONPart 1: Properties of Standard Form and Graphingusing Standard Form
  • 2. QUADRATIC FUNCTIONS Vertex Form: Standard Form is another way to write the equation of a quadratic function. Standard form is: Both forms can represent the same function. Vertex form makes it easy to identify the vertex and other information about the graph. Standard form is easier to put into a graphing calculator and is more “formal”.
  • 3. PROPERTIES OF STANDARD FORM The graph of is a parabola. If a > 0, the graph opens up. If a < 0, the graph opens down. The axis of symmetry is the line The x – value of the vertex is and the y – value of the vertex is The y – intercept is (0, c)
  • 4. EXAMPLE: IDENTIFY THE VERTEX, AXIS OFSYMMETRY, THE MAXIMUM OR MINIMUM VALUE, ANDTHE RANGE OF THE PARABOLA
  • 5. EXAMPLE: IDENTIFY THE VERTEX, AXIS OFSYMMETRY, THE MAXIMUM OR MINIMUM VALUE, ANDTHE RANGE OF THE PARABOLA
  • 6. GRAPHING A FUNCTION IN STANDARD FORM1. Identify a, b, and c2. Identify and sketch the axis of symmetry,3. Identify and plot the vertex,4. Identify and plot the y – intercept, (0, c)5. Use the axis of symmetry and y – intercept to plot the reflected point6. Sketch the parabola
  • 7. GRAPH EACH FUNCTION
  • 8. GRAPH EACH FUNCTION
  • 9. ASSIGNMENT Page 206 #9 – 25 odd

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