A) reflexive and transitive |
B) reflexive and symmetric |
C) reflexive and anti-symmetric |
D) none of the above |
D) none of the above |
Every element of the form \( \Large \left(a,\ a\right)\ \epsilon\ R \).
So, R is reflexive.
Also \( \Large \left(a,\ b\right)\ \epsilon\ R\ => \left(b,\ a\right)\ \epsilon\ R \)
So, R is symmetric.