A simple logic statement is an implication (statement of the form "If P, then Q"). For example, "If it rains for an hour, then the ground will be wet". In this example, P ("if it rains for an hour") is the antecedent, and Q ("the ground will be wet") is the consequent. The consequent must necessarily follow if the antecedent is true. Therefore, an if-then statement is wholly false if the consequent does not actually follow the antecedent. An example of this would be, "If a dog ate a whole meal, then it would be starving." In this case if P were true, Q would be false and the whole statement is false. Here is a truth table for an if-then statement: