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Unit 6 Packet: Operations, Composition, Inverses Name___Period___Schedule and Homework22Jan Operations with Functions 23Jan Composition of Functions Inverse of a Function: equations and 24Jan graphing,
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01
Identify the functions that need to be composed.
02
Determine the order in which the functions should be composed.
03
Apply the innermost function to the input first.
04
Use the result of the inner function as the input for the outer function.
05
Repeat the process until all functions have been applied.

Who needs composition of functions and?

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Mathematicians, engineers, and programmers often use composition of functions to simplify complex processes.
02
Students studying calculus, algebra, or computer science may also need to understand composition of functions.
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Composition of functions is a mathematical operation that combines two functions to create a new function.
Anyone studying mathematics or working with functions may need to understand and use composition of functions.
To fill out composition of functions, you need to substitute the output of one function into the input of another function.
The purpose of composition of functions is to create a new function by applying one function to the result of another function.
The input functions, the composition rule, and the resulting function must be reported on composition of functions.
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