
Section 2.8 One-to-One Functions
Presentation
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Mathematics
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12th Grade
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Practice Problem
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Medium
Shawri Landry
Used 15+ times
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6 Slides • 4 Questions
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Section 2.8
One-to-One Functions
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One-to-One Function
In a one-to-one function, each x-value has only one y-value, and each y-value has only one x-value. That is, different values of the domain correspond to different values of the range.
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Example 1
Determine if the relation given is one-to-one.
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Multiple Choice
Determine if the relation given is one-to-one.
{(6,3), (2,2), (−1,3), (0,9)}
Is a One-to-One Function
Is not a One-to-One Function
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Multiple Choice
Determine if the relation given is one-to-one.
{(1,6), (2,2), (−1,3), (0,9)}
Is a One-to-One Function
Is not a One-to-One Function
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Horizontal Line Test
A function is one-to-one if every horizontal line intersects the graph of the function at most once. (Note: It is a function, so it also must pass the vertical line test.)
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Example 2
Determine if the relation given is one-to-one.
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Multiple Choice
Determine if the relation given is one-to-one.
Is a One-to-One Function
Is not a One-to-One Function
10
Multiple Choice
Determine if the relation given is one-to-one.
Is a One-to-One Function
Is not a One-to-One Function
Section 2.8
One-to-One Functions
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