Suppose that you could replace the ordered pair (1, 4) to make the relation r (shown left) into a function. which ordered pair would work? (1, 2) (–1, 4) (2, 3) (4, 15)
Suppose That You Could Replace The Ordered Pair (1, 4) To Make The Relation R (Shown Left) Into A Function. Which Ordered Pair Would Work? (1, 2) (–1, 4) (2, 3) (4, 15)
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Suppose That You Could Replace The Ordered Pair (1, 4) To Make The Relation R (Shown Left) Into A Function. Which Ordered Pair Would Work? (1, 2) (–1, 4) (2, 3) (4, 15). Which ordered pair would work? To make the relation r a function, you can replace (1, 4) with (1, 2), as it provides a unique second element for the first element 1.
Which ordered pair can be removed so that the resulting graph from brainly.com
Which ordered pair would work? E it a function suppose that you could replace the ordered pair (1,4) to make the relation r (shown left) into a function. The relation r is shown below as a list of ordered suppose that you could replace the ordered pair pairs.
(4,15) In The Relation R,.
(1,4) to make the relation (shown left) into a function. The question has not been solved yet and the user can submit it to an expert or post. The relation r is shown below as a list of ordered suppose that you could replace the ordered pair pairs.
Which Ordered Pair Would Work?
Suppose that you could replace the ordered pair (1,4) to make the relation r into a function. A user posted a question about how to replace the ordered pair (1,4) to make a relation into a function. Which ordered pair would work?
See The Condition For A Function, The Solution Steps And The Answer To A Practice Question.
E it a function suppose that you could replace the ordered pair (1,4) to make the relation r (shown left) into a function. Which ordered pair would work? Suppose that you could replace the ordered pair (1,4) to make the relation r (shown left) into a function.
Suppose That You Could Replace The Ordered Pair (1, 4) To Make The Relation R (Shown Left) Into A Function.
Learn how to identify and replace an ordered pair to make a relation a function. So three more ordered pairs (1, 1), (2, 2), (3, 3) should be added to r to make it reflexive. To make r an equivalence relation, it should be:
To Make The Relation R A Function, You Can Replace (1, 4) With (1, 2), As It Provides A Unique Second Element For The First Element 1.
