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Interpreting and building nonlinear functions

Advanced math · Lesson 3 of 5

Lesson 3 of 5

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Lesson 3 of 5 · Advanced math

Interpreting and building nonlinear functions

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By the end you’ll be able to

Interpret key features of a nonlinear function from a graph, table, or equation, including zeros, intercepts, relative maximum or minimum, intervals of increase or decrease, and end behavior when relevant.
Convert a quadratic function among standard, factored, and vertex forms and explain which form best reveals a requested feature.

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Build a nonlinear function to model a relationship from given conditions, data, or context, including determining parameters in quadratic or other nonlinear forms.

Evaluate a nonlinear function for a given input and interpret the meaning of the output in context.

Compare representations of nonlinear functions to identify equivalent models or to decide which model best fits stated conditions.

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