Question

question 9 of 10 which best describes the meaning of the statement \if a, then b\? a. if a is false, then b must be false. b. if a is true, then b must be true. c. if a is false, then b might be false. d. if a is true, then b might be true.

Explanation:

In a conditional statement "If A, then B", when A (the antecedent) is true, the truth - of B (the consequent) is guaranteed according to the logical structure of the conditional. When A is false, the truth - value of B is not determined.

Answer:

B. If A is true, then B must be true.