The truth table represents statements $p$, $q$, and $r$.
$p$ $q$ $r$
AT T T
BT T F
CT F T
DT F F
EF T T
FF T F
GF F T
HF F F
Which statement is true for rows A, C, and E?
A$r \rightarrow(p \vee q)$
B$(q \vee r) \rightarrow p$
C$r \rightarrow(p \wedge q)$
D$(q \wedge r) \rightarrow p$
| $p$ | $q$ | $r$ | |
A | T | T | T |
B | T | T | F |
C | T | F | T |
D | T | F | F |
E | F | T | T |
F | F | T | F |
G | F | F | T |
H | F | F | F |
A$r \rightarrow(p \vee q)$
B$(q \vee r) \rightarrow p$
C$r \rightarrow(p \wedge q)$
D$(q \wedge r) \rightarrow p$