If statement I : If the work is not finished on time, the contractor is in trouble. statement II : Either…
If statement I : If the work is not finished on time, the contractor is in trouble.
statement II : Either the work is finished on time or the contractor is in trouble. then
statement II is negation of statement I.
statement II is converse of statement I.
statement II and statement I are equivalent.
statement II is an inverse of statement I.
Solution
Let p : work is finished on time
q : contractor is in trouble
$\therefore \quad$ Given statement is
$\begin{aligned}
& \sim p \rightarrow q \\
& \equiv p \vee q
\end{aligned}$
i.e., Either the work is finished on time or the contractor is in trouble.