If possible, determine the truth value of each statement. Assume that a and b are true, p and q are false, and x and y have unknown truth values. If a value cannot be determined, write “unknown.”
a. p ⇒ (a ˅ b)
b. b ⇒ (p ˅ a)
c. x ⇒ p
d. a ˅ p
e. b ⇒ q
f. b ⇒ x
g. a ˄ (b ˅ x)
h. (y ˅ x) ⇒ a
i. (y ˄ b) ⇒ p
j. (a ˅ x) ⇒ (b ˄ q)
k. x ⇒ a
1. x ˅ p
m. ~x ⇒ x
n. x ˅ (~x)
o. ~[y ˄ (~y)]
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