Answer: 32
Step-by-step explanation:
To determine the number of rows in the truth table for the compound statement
(
�
↔
¬
�
)
→
[
(
�
∨
�
)
∧
(
�
∨
�
)
]
(Q↔¬R)→[(P∨Q)∧(T∨S)], we need to consider all possible combinations of truth values for the variables
�
P,
�
Q,
�
R,
�
S, and
�
T. Since there are five variables, each with two possible truth values (True or False), the total number of rows in the truth table will be
2
5
=
32
2
5
=32.
Therefore, there are
32
rows in the truth table for this compound statement.
