let r be a relation defined on set s where s is the set of all people in usa, and x r y means that x and y can communicate using the same spoken language. the relation r on s is reflexive.

Question

ashbond1699 ashbond1699

08-09-2022
Mathematics

Answered

let r be a relation defined on set s where s is the set of all people in usa, and x r y means that x and y can communicate using the same spoken language. the relation r on s is reflexive.

Answer :

Other Questions

Determine the solution set of the quadratic equation 2x^(2)+8x=10 using quadratic formula

Determine whether the value is from a discrete or continues data set length of rock song is 3.5 minutes

draw one card at random from a standard deck of cards. the sample space s is the collection of the 52 cards (there are 13 cards — 2 through 10, jack, queen, kin

The image above is the cover for the October 1, 2001 New Yorker magazine titled “Street Scene, 2001". It was designed by Edward Sorel. Study it carefully and re

quadrilateral $abcd$ is a square. let $a,$ $b,$ $c$ be parallel lines passing through $a$, $b$, $c$, respectively. the distance between lines $a$ and $b$ is $12

The equation 3x+6=2x+10+x-4 is true for all real numbers. The equation Ex+2-2x=4x+1 has no solution. When do you think an equation has all real numbers as its s

an airplane takes off from an airport and lands an hour later at another airport 400 miles away. if t represents the time, in minutes, since the plane has left

can someone please explain how to find the quotient of 405/27 fraction using long division? :)

topeadeniran2 topeadeniran2 · Answer 1 · 2022-09-12T09:16:38-04:00

Based on the information illustrated,

the relation r on s is reflexive. Therefore, it's true.

How to explain the information?

If every component of a set X is related to one another, then a relation R over that set is said to be reflexive.

If (a, a) R for all A, that is, if every element of A is R-related to itself, or if aRa for every a A, then R is set to be reflexive.

In the example question, S is the set of all Park students, and R is a relation over S.

When a relationship is described as xRy, it signifies that x and y have the same biological mother.

This relation is obviously a reflexive relation. xRx means x and x has the same biological mother. In this case, the relation satisfies the requirement for all aR (a,a) R.

Therefore, it's true.

Learn more about reflexive on:

https://brainly.com/question/2416659

#SPJ4