
4.3 - Modeling With Quadratic Functions
Presentation
•
Mathematics
•
8th - 11th Grade
•
Easy
Steve Dull
Used 32+ times
FREE Resource
5 Slides • 4 Questions
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4.3 - Modeling With Quadratic Functions
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Quadratic Model
A quadratic function that represents a real data set
Models are useful for making estimates
Three noncollinear points define a quadratic function. Create a model using technology or by solving a system of three equations
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Open Ended
Write a quadratic function that models the data:
(Hint: solve the system of three equations for the values of a, b, and c).
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5
What if we used technology to check our answer?
Click the link to match the curve to the points: https://www.desmos.com/calculator/ubnj3ywu1m
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Open Ended
Write the equation of the quadratic using the parameters from the Desmos graph:
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As a note, Desmos can also generate an equation using a quadratic regression.
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Poll
Which method was easier to use to write the quadratic?
Writing and solving a system of three equations in three variables
Using technology to match the curve
Is this a trick question?
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Open Ended
The prices for a one-topping pizza at the local pizza place are:
12 inch: $9.95
14 inch: $13.95
16 inch: $16.95
Use the Desmos graphing calculator to write a quadratic model for the price of different sizes of pizza. Use your model to estimate the cost of an 18 inch, one-topping pie.
4.3 - Modeling With Quadratic Functions
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