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We relate the word relation with relationship or connection.

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A relation is a set of one or more ordered pairs.

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The world relation connects with the word relationship

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No, but all functions are relations

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From what I understood, relation is a set of one or more ordered pairs.

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We relate the word relation with relationship.

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A function is when there is only one that intersects. - merin

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a connection with something or someone.

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As far as I can remember, a relation is a set of ordered pairs that share a connection or relationship with each other.

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We can relate the word relation with a connection between two or more objects.

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A relation is a set of ordered pairs that are connected.

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The word relation is related to the word connection.

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From what I have learned, it is a collection of ordered pairs.

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When I hear the word relation, we can relate the word with connection, relationship or similarity.

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A set of one or more ordered pairs that are connected.

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A function is described as a set of ordered pairs such that for every value of x there corresponds a unique value of y

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The word relation is related to the word connection.

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It is a set of one or more ordered pairs.

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A bunch of points on the cartesian plane. In short, a bunch of ordered pairs.

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Yes, because they also have ordered pairs that relate to each other

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No, not all relations are considered as functions.

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The word relation can relate to the word connection and relationship.

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Yes, since functions still include ordered pairs

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A function from a set X to a set Y assigns to each element of X exactly one element of Y.

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1.) Mapping diagram
2.) Set of ordered pairs
3.) Rule
4.) Table

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Yes, ALL functions are relations.

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Defined as a relation between a set of inputs having one output each.

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Yes, every function is a relation because they still have ordered pairs that relate to each other.

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The first variable is called independent and the second variable is the dependent variable - merin

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A set of ordered pairs that are connected is called a relation.

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No, not all relations are considered as functions as I've remembered in the discussion earlier.

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We associate the word relation with the concept of a relationship or connection.

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It is a set of ordered pairs where every value of x corresponds to a unique value of y.

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Yes, a function is a relation in which there is only one output for each input.

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Yes every functions are relations.

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No, not all relations are functions, but all functions are relations.

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From what I have understood from the discussion, it is a group of ordered pairs.

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Connection

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It is a set of one or more ordered pairs.

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I believe the input (x) is the independent variable and the output (y) is a dependent variable.

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A function describes the unique y values that the x values have in each set of ordered pairs.

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Not all functions are considered relations.

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Relation refers to a connection or relationship.

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Yes, all functions are considered as relations.

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A relation is a function if the elements in its domain only relate to one element in the range.

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Off of what I can remember, a relation is a set of ordered pairs that manifests a connection.

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The word relation is linked to the concept of a relationship or connection.

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Yes, all functions are considered as relations.

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Refers to a set of ordered pairs that for every value of x, they have their corresponding value of y. It should be strictly output for each input.

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A function is a group of ordered pairs where the x value correlate to the value of y.

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All relations are not considered as functions.

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A relation is a set of ordered pairs that are connected or have a relationship with one another.

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The output is a dependent variable, while the input is an independent variable.

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By the use of a mapping diagram, we are able to describe relations.

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No, not all relations can be considered as functions.

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Not all relations are functions.

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Yes, all functions are considered as relations.

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First of all, a variable is independent when it is the x value or the domain; meanwhile, a variable is dependent when it is the y value or the range.

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From the discussion, I have learned that not all functions are considered to be relations.

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I determine it if the input (x) corresponds to only one output.

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Yes, all functions are conceived of as relations.

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By doing the vertical line test.

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1.) Mapping Diagram
2.) Vertical test

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No, not all relations can be thought of as functions.

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One of the things I do to determine if a relation is a function is by doing the vertical line test.