Question

Can someone help me with this truth table. I just don't understand how to do it.

Answer 1

An implication
`(p\implies q)` is true if either the premise
`(p)` is false, or both the premise and conclusion
`(p\text{ and }q)` are both true, and false otherwise.

Negation
`(\\eg q)` is straightforward; if a statement is true, then its negation is false, and vice versa.

A conjunction
`(p\land q)` is true if both premises are true, and false otherwise.

Finally, by the rules of implication, we can fill the last column: