The correct answer is D: p ∨ q.

A disjunction in logic refers to the logical "or" (denoted by ∨). It is true if at least one of the propositions is true. So, in this case, p ∨ q represents the disjunction of p and q.

Here are explanations for the other options:

• A: p ∧ q is a conjunction (logical "and").
• B: p ⊕ q represents an exclusive or (XOR).
• C: p → q is an implication (if p then q).

Would you like more details or have any questions about disjunctions or logical operators?

Here are 5 related questions to expand on this:

1. What is the difference between conjunction and disjunction in logic?
2. How does the truth table for a disjunction (p ∨ q) look?
3. What is the meaning of exclusive or (XOR) in logic?
4. How does the truth table for p → q (implication) compare to that for p ∨ q (disjunction)?
5. Can a disjunction (p ∨ q) ever be false? When?

Tip: In propositional logic, a disjunction is true if at least one of the statements is true, but a conjunction is true only if both statements are true.