Question

Which rows represent (p^v) V (p^r) is true

Answer 1

`p\land v` is true if both
`p` and
`v` are true.


`p\land r` is true if both
`p` and
`r` are true.



`(p\land v)\lor(p\land r)` is true if either of the conjunctions are true. So either
`p` and
`v` are both true, or
`p` and
`r` are both true.

If you're looking at a truth table, then pick the rows where both
`p` and
`v` are true, or
`p` and
`r` are true, or all of
`p,v,r` are true.