Question
Explain the meaning of the statement.
| Column sequence $\rightarrow$ | $1$ | $2$ | $3$ |
| Sequence of Row.$\downarrow$ | $p$ | $\sim p$ | $p\ v\ \sim\ p$ |
| $1$ | $T$ | $F$ | $T$ |
| $2$ | $F$ | $T$ | $T$ |
| $1 ( \sim )$ | $1, 2 (v)$ | ||
| Sequence | Examples of $p\ v\ \sim\ p$ | Introduction | Truthfulness |
| $1.$ | Either Shivaji is a Hindu king Were $($truth$)$ or Shivaji Hindus were not kings $($False$)$ |
$S\ v\ \sim\ S$ | True |
| $2.$ | Either Gautami is American $($False$)$ or Gautami Not American $($truth$)$ |
$G\ v\ \sim\ G$ | True |
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