The Packet covers the following skills over Cubic Functions:  graphing from functions, writing functions from graphs, interpreting key attributes, writing functions based on provided transformations (does not include horizontal stretch or compression), analyzing effects of the transformations on the parent function and its key features, building new functions using transformations. The key features used are: point of inflection, x-intercepts, zeros, y-intercepts, end behavior, increasing and decreasing intervals, domain and range. 

***Notes and Worksheets cover parent function y=x^3. Assessment with Key Features includes polynomial cubic function with increasing and decreasing intervals, but does not cover relative minimum or maximum.

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This Resource is ready to print and teach as an entire unit, including Keys that can be posted in LMS for students to self-check.

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This packet includes everything you need and more to teach Graphing Cubic Functions: Key Features and Transformations:

• Scaffolded Notes (2 pages)
• Worksheet over Key Features and Transformations (2 pages)
• Matching Graphs and Functions activity (2 pages)
• Key Features of Cubic Functions MCQ Assessment (2 pages)
• Transformations of Cubic Functions MCQ Assessment (2 pages)
• Keys for everything

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The Worksheets in the Packet can be used as All Class Practice, in Centers, Extension Activities for Early Finishers, Homework.

This packet is a part of the Bundle on Key Features and Transformations of Functions. The Bundle includes similar packets over the following functions: absolute value, quadratic, square root, cube root, exponential, logarithmic.