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Introduction to Relations and Functions definitions
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Relation
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Relation
A connection between input values and output values, often shown as sets of ordered pairs, tables, graphs, or equations.
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Introduction to Relations and Functions quiz
Introduction to Relations and Functions
15 용어
Introduction to Relations and Functions
10. Relations and Functions
5 문제점
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ErnestBlazevic
Function Notation
10. Relations and Functions
5 문제점
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ErnestBlazevic
10. Relations and Functions - Part 1 of 2
4 주제
12 문제점
장
David-PaigeMcFarlane
10. Relations and Functions - Part 2 of 2
1 주제
3 문제점
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AllySteele
05:13
Determining if a Relation is a Function Given an Equation Example 3
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rank
06:28
Determining if a Relation is a Function Given an Equation
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02:49
Domain and Range Example 4
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이 집합의 용어 (14)
하이드의 정의
Relation
A connection between input values and output values, often shown as sets of ordered pairs, tables, graphs, or equations.
Function
A special type of relation where each input value is paired with exactly one output value.
Input
The value from which a relation or function starts, commonly represented as the x-value in ordered pairs.
Output
The value that results from a relation or function, typically shown as the y-value in ordered pairs.
Ordered Pair
A grouping of two values, usually written as (x, y), showing how an input corresponds to an output.
Table
A structured arrangement of input and output values, used to display relations or functions.
Graph
A visual representation of a relation or function, plotting points or curves to show input-output connections.
Equation
A mathematical statement expressing the relationship between input and output values.
Domain
The complete set of input values for a relation or function, often listed or described using interval notation.
Range
The collection of output values produced by a relation or function, sometimes written in interval notation.
Vertical Line Test
A method for checking if a graph represents a function by seeing if any vertical line crosses more than one point.
Interval Notation
A concise way to describe the span of values for domain or range, using brackets and parentheses.
Continuous Graph
A graph with infinitely many points, allowing domain and range to be described as intervals rather than lists.
Correspondence
A mapping that shows how each input value is paired with output values in a relation.