Let S be the set {a,b.c} and the relation R on S is {(a,a),(b,b),(c,c),(a,b),(b,a),(a,c),(c,a),(b,c)}, then: 1. O R adalah relasi yang refleksif, tidak transitif, tidak antisimetris, tidak simetris. R is reflexive, not transitive, not antisymmetric, not symmetric. 2. O R adalah relasi yang refleksif, tidak transitif, tidak antisimetris, tidak simetris. R is not reflexive, not transitive, antisymmetric, not symmetric. 3. O R adalah relasi yang refleksif, transitif, antisimetris, tidak simetris. R is reflexive, transitive, antiysmmetric, not symmetric. 4. O R adalah relasi yang refleksif, tidak transitif, antisimetris, tidak simetris. Ris not reflexive, not transitive, antisymmetric, not symmetric.
Let S be the set {a,b.c} and the relation R on S is {(a,a),(b,b),(c,c),(a,b),(b,a),(a,c),(c,a),(b,c)}, then: 1. O R adalah relasi yang refleksif, tidak transitif, tidak antisimetris, tidak simetris. R is reflexive, not transitive, not antisymmetric, not symmetric. 2. O R adalah relasi yang refleksif, tidak transitif, tidak antisimetris, tidak simetris. R is not reflexive, not transitive, antisymmetric, not symmetric. 3. O R adalah relasi yang refleksif, transitif, antisimetris, tidak simetris. R is reflexive, transitive, antiysmmetric, not symmetric. 4. O R adalah relasi yang refleksif, tidak transitif, antisimetris, tidak simetris. Ris not reflexive, not transitive, antisymmetric, not symmetric.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Subject : Discrete Math
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Transcribed Image Text:Let S be the set {a,b.c} and the relation R on S is {(a,a),(b,b),(c,c),(a,b),(b,a),(a,c),(c,a),(b,c)}, then:
1. O R adalah relasi yang refleksif, tidak transitif, tidak antisimetris, tidak simetris.
R is reflexive, not transitive, not antisymmetric, not symmetric.
2. O R adalah relasi yang refleksif, tidak transitif, tidak antisimetris, tidak simetris.
R is not reflexive, not transitive, antisymmetric, not symmetric.
3. O R adalah relasi yang refleksif, transitif, antisimetris, tidak simetris.
R is reflexive, transitive, antiysmmetric, not symmetric.
4. O R adalah relasi yang refleksif, tidak transitif, antisimetris, tidak simetris.
Ris not reflexive, not transitive, antisymmetric, not symmetric.
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