What is the relationship depicted by "pVq"?

The expression "pVq" represents a logical operation known as disjunction. In symbolic logic, "V" signifies the logical "or." The disjunction of two statements, p and q, asserts that at least one of the statements must be true for the overall expression to be true. Therefore, "pVq" is true if either p is true, q is true, or both p and q are true.

This captures the essence of an "or" statement, which does not require both components to be true at the same time, just that at least one of them must be. Hence, this makes the answer correct, as it accurately describes the relationship depicted by the expression "pVq."

In contrast, the other options incorrectly interpret the nature of logical operations. Some may imply conditions (like p implying q or conditions regarding the truth values of both p and q together) that do not conform to the specific definition of disjunction presented by "pVq."