Deﬁne a relation S on the set of positive integers as follows: for all positive integers m and n, $$m S n \Leftrightarrow m \mid n$$
(a) Is S reﬂexive? Justify your answer.
(b) Is S symmetric? Justify your answer.

Question

Deﬁne a relation S on the set of positive integers as follows: for all positive integers m and n, $$m S n \Leftrightarrow m \mid n$$ 
(a) Is S reﬂexive? Justify your answer.
(b) Is S symmetric? Justify your answer.

Quizplus · Accepted Answer

The Answer of Deﬁne a relation S on the set of positive integers as follows: for all positive integers m and n, $$m S n \Leftrightarrow m \mid n$$ 
(a) Is S reﬂexive? Justify your answer.
(b) Is S symmetric? Justify your answer.

Deﬁne a Relation S on the Set of Positive Integers mSn⇔m∣nm S n \Leftrightarrow m \mid nmSn⇔m∣n

Deﬁne a Relation S on the Set of Positive Integers $m S n \Leftrightarrow m \mid n$