A complex binary statement is a type of complex composite statement. It contains at least one joint statement. And the second statement is a joint or simple statement.
In this type of statement the binary factor is the paramount factor and it applies to the whole statement.
Examples of complex bipartisan statements:
1. If (Indian cricket team wins) then and only then (players will be honored and people will be happy.) L↔ (M&N)
2. If (Indian cricket team wins the toss and it wins.) Then and only then (players will be honored.) (A&C) ↔D
3. If (our team wins the toss it will be victorious.) Then and only then (if the players are honored the public will be happy.)
(L → M) (N → O)
- The first example is a simple statement of precedent and a set of sequences. The second example is the antecedent set and the antecedent simple statement. The third example contains both the antecedent and the antecedent conditional statements.
- All of the above examples are complex binary statements; Since the paramount factor in every statement is the binary factor (↔) and it applies to the whole statement.
- Thus, a complex binary statement should have at least one joint statement from both Poovag and Uttarang. The second statement is simple. Can be a joint statement.