Composition of Functions


	Construct by starting at a point on the axis and moving vertically to the graph of . Move horizontally to the graph of to relocate to an value. Next evaluate there by moving vertically to the graph of . Finally move horizontally to the point .


	Contributed by: Bruce Atwood
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Composition (Wolfram MathWorld)

"Composition of Functions" from The Wolfram Demonstrations Project
http://demonstrations.wolfram.com/CompositionOfFunctions/

Contributed by: Bruce Atwood

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Algebra
Calculus
High School Mathematics
High School Precalculus

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Integrals of Nested Elementary Functions
Marden's Theorem
Lucas-Gauss Theorem
Function Transformations
Local Behavior of a Polynomial near a Root
Octonion Algebra Multiplication Tables
Riemann Surface Transition
Piecewise Functions
Algebraic Values of Trigonometric Functions of Inverse Trigonometric Functions
Even and Odd Functions

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