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J. Garvin|Mapping Diagrams and Function Notation
A mapping diagram is a visual method of connecting elements in the domain of a relation to those in its range. Mapping diagrams are useful when the relation is speci ed as a set of ordered pairs.
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To create a mapping, list the domain in one column and the range in a second column. Then draw lines that match the elements in the domain to the corresponding elements in the range.
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REVIEW AND EXAMPLES: Relation: a set of ordered pairs “i Range: the set of output values y in a relation; y is also called the “dependent” variable. Ex 1. State the domain and range using the …
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{ 28, 30, 31 } Exercise #2: State the range of the function f ( and range in the mapping diagram below. Range: { 3, 7,11 } n ) = 2 n + 1 if its domain is the set { 1,3,5 } . Show the domain …
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Identify the domain and range, then evaluate each function for the given value of x. 8] 𝑓={(10,7),(−2,4),(5,3),(4,10)} Domain: Domain: Range:
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Unit #2.Lesson #4.The Domain and Range of a Function
Exercise #2: State the range of the function f nn 21 if its domain is the set 1,3,5 . Show the domain Show the domain and range in the mapping diagram below.
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