# Let R be a relation defined on the set N by a R b if either a|2b or b|2a. Prove or disprove: R is an equivalence relation.?

• Let R be a relation defined on the set N by a R b if either a|2b or b|2a. Prove or disprove: R is an equivalence relation.?

Let R be a relation defined on the set N by a R b if either a|2b or b|2a. Prove or disprove: R is an equivalence relation.? Find answers now! No. 1 ...
Positive: 83 %
Answer to Let R be a relation defined on the set N by a R b if either a|2b or b|2a. Disprove that R is an equivalence relation wit...
Positive: 80 %

### More resources

Result A relation R is defined on Z by a R b if 3 | (a + 2b ... Let R be a relation defined on the set N ... equivalence relation on A. Prove or disprove: ...
Positive: 83 %
Let R be a finite ring. Prove that ... Let R be a relation de?ned on the set N by a R b if either a | 2b or b | 2a. Prove or disprove: R is an equivalence ...
Positive: 78 %
§ 3.1 Definition of a Group ... The set GL n (R) ... and (b 1,b 2,b 3) in R 3, the cross product is defined by (a 1,a 2,a 3) ...