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Name: ___Date: ___Unit 8 Quadratics Review 1. What is the parent quadratic function? ___Graph the quadratic functions and identify the characteristics. 2. y × 2 2 × 8 opens: ___ vertex: ___ AOS:
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How to fill out transformation of quadratic functions
How to fill out transformation of quadratic functions
01
Identify the original quadratic function in the standard form: f(x) = ax^2 + bx + c
02
Determine the values of a, b, and c in the original function
03
Understand the different types of transformations: vertical translations, horizontal translations, reflections, vertical stretches or compressions
04
Determine the values of h and k in the transformed function: f(x) = a(x-h)^2 + k
05
Apply the appropriate transformation based on the values of h and k
Who needs transformation of quadratic functions?
01
Students studying algebra or precalculus
02
Math teachers teaching quadratic functions
03
Engineers and architects designing structures
04
Scientists analyzing data that can be modeled by quadratic functions
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What is transformation of quadratic functions?
Transformation of quadratic functions involves changing the position, size, or orientation of the graph of a quadratic function.
Who is required to file transformation of quadratic functions?
Students or individuals studying or working with quadratic functions may need to understand and apply transformations.
How to fill out transformation of quadratic functions?
To fill out transformation of quadratic functions, one must understand how different transformations affect the graph of a quadratic function.
What is the purpose of transformation of quadratic functions?
The purpose of transformation of quadratic functions is to manipulate the graph of a quadratic function to better understand its behavior and characteristics.
What information must be reported on transformation of quadratic functions?
Information such as the original quadratic function, the type of transformation applied, and the resulting transformed function must be reported.
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