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0 4 D 2 O QUADRATIC Functions Parabola -U-shaped graph of a quadratic Function UA Quadratic Functions! has as it's highest exponent -Standard form = y=ax²+bx+c Vertex -bottom/tuming pant of the line on the graph Quadratic Equation y=ax² +bx+c Axis of Demetry x==20 Example: 0 x 2 6 -1 -2 x •Do for all to vertex get Note: Subsitute the the variables in "Axis of Cemetry" with the numbers in the Equation. Note: Subsitute x with the number to get a point. @2y = 2x² + 4x + (-3) y = 2x² + 4x - 3 Y=223+4x-3 y=2(4)+4x-3 V=8+4x-3 y=8+4(2)-3 y= 8+8-3 4-16-3 4 = 13 ordered pairs graph it }
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Provides details and examples of how to solve quadratic functions.
Provides details and examples of how to solve quadratic functions.
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0 4 D 2 O QUADRATIC Functions Parabola -U-shaped graph of a quadratic Function UA Quadratic Functions! has as it's highest exponent -Standard form = y=ax²+bx+c Vertex -bottom/tuming pant of the line on the graph Quadratic Equation y=ax² +bx+c Axis of Demetry x==20 Example: 0 x 2 6 -1 -2 x •Do for all to vertex get Note: Subsitute the the variables in "Axis of Cemetry" with the numbers in the Equation. Note: Subsitute x with the number to get a point. @2y = 2x² + 4x + (-3) y = 2x² + 4x - 3 Y=223+4x-3 y=2(4)+4x-3 V=8+4x-3 y=8+4(2)-3 y= 8+8-3 4-16-3 4 = 13 ordered pairs graph it }
0 4 D 2 O QUADRATIC Functions Parabola -U-shaped graph of a quadratic Function UA Quadratic Functions! has as it's highest exponent -Standard form = y=ax²+bx+c Vertex -bottom/tuming pant of the line on the graph Quadratic Equation y=ax² +bx+c Axis of Demetry x==20 Example: 0 x 2 6 -1 -2 x •Do for all to vertex get Note: Subsitute the the variables in "Axis of Cemetry" with the numbers in the Equation. Note: Subsitute x with the number to get a point. @2y = 2x² + 4x + (-3) y = 2x² + 4x - 3 Y=223+4x-3 y=2(4)+4x-3 V=8+4x-3 y=8+4(2)-3 y= 8+8-3 4-16-3 4 = 13 ordered pairs graph it }
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iOS User
I love this app so much [...] I recommend Knowunity to everyone!!! I went from a C to an A with it :D
Stefan S, iOS User
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SuSSan, iOS User