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NAME ___ DATE ___ PERIOD ___93 Study Guide and Intervention Transformations of Quadratic Functions Translations A translation is a change in the position of a figure either up, down, left, right,
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How to fill out graphing and describing transformations

01
Start by labeling the x and y-axis on the coordinate plane.
02
Plot the original function or shape that you want to transform.
03
Identify the type of transformation you want to apply (e.g. translation, reflection, rotation).
04
Apply the specific rules for that transformation to each point on the original function or shape.
05
Connect the transformed points to create the new graph or shape.
06
Describe the transformations by stating how the shape has moved, flipped, or rotated.

Who needs graphing and describing transformations?

01
Students studying geometry or algebra who need to visualize and analyze functions and geometric shapes.
02
Artists and designers who use transformations to create symmetrical and aesthetically pleasing designs.
03
Engineers and architects who need to understand how objects move and change position in space.
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Graphing and describing transformations is the process of visually representing and explaining changes that occur in a mathematical function or shape.
Students studying mathematics or individuals working with visual representations of data may be required to fill out graphing and describing transformations.
To fill out graphing and describing transformations, one must carefully plot the original function or shape, identify the transformations that have occurred, and accurately describe how the graph or shape has changed.
The purpose of graphing and describing transformations is to help individuals understand how a function or shape has been altered from its original form, and how these changes affect its behavior or appearance.
Graphing and describing transformations typically require reporting on the original function or shape, the specific transformations applied, and a detailed explanation of how these transformations have impacted the graph or shape.
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