Truth Table Math Example 1

Solution

1. 1
   List all combinations: $(T,T), (T,F), (F,T), (F,F)$.
2. 2
   Apply the rule: $p \Rightarrow q$ is false only when $p$ is true and $q$ is false.
3. 3
   Results: $(T,T) \to T$, $(T,F) \to F$, $(F,T) \to T$, $(F,F) \to T$.