Practicing Success
Practicing Success
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| Let a relation \(r\) be defined over the set of nonzero real numbers \(\mathbb{R}^{*}\) by \(arb\) if \(a=\frac{2}{b}\) then over \(R^{*}\) this relation \(r\) is |
Reflexive but not symmetric and transitive symmetric but not reflexive and transitive transitive but not reflexive and symmetric reflexive and transitive but not symmetric |
| symmetric but not reflexive and transitive |
| Check that \(r\) is symmetric |
