Final answer:
To create 7 WFFs representing the given sentences in propositional logic, assign appropriate propositional variables. Construct a truth table by listing all the possible truth values for p and q, and determine the truth value of each WFF for each combination of truth values.
Step-by-step explanation:
To create 7 WFFs representing the given sentences in propositional logic, we need to break down each sentence and assign appropriate propositional variables to represent the different parts of the sentences.
e. Let p represent 'Today is Wednesday' and q represent 'I'll have Spanish food for dinner.' So the WFF would be p -> q.
f. Let p represent 'Today is Wednesday' and q represent 'I'll have Spanish food for dinner.' So the WFF would be p ∧ q
g. Let p represent 'Today is Wednesday' and q represent 'I'll have Spanish food for dinner.' So the WFF would be ¬p -> q.
h. Let p represent 'Today is Wednesday' and q represent 'I'll have Spanish food for dinner.' So the WFF would be p -> q.
i. Let p represent 'Today is Wednesday' and q represent 'I'll have Spanish food for dinner.' So the WFF would be p ↔ q.
j. Let p represent 'Today is Wednesday' and q represent 'I eat Spanish food for dinner every weekday but Wednesday.' So the WFF would be ¬p -> q.
k. Let p represent 'Today is Wednesday' and q represent 'I eat Spanish food for dinner every weekday but Wednesday.' So the WFF would be p -> ¬q.
After creating these WFFs, you can construct a truth table by listing all the possible truth values for p and q, and determining the truth value of each WFF for each combination of truth values.