If A, then B' is the form of a
A. false
B. conditional
C. true
D. deductive
statement.
Answer (2)
The statement "If A, then B" is a conditional statement, which implies that if the first part (A) is true, the second part (B) must also be true. This concept is essential in logic and mathematics for establishing relationships between propositions. Understanding this form helps in logical reasoning and problem-solving. ;
The statement "If A, then B'" represents a conditional statement, which asserts that if A is true, then a specific relationship about B (or not B) follows. Therefore, the correct answer to the question is option B: conditional. Understanding such statements is essential in mathematical reasoning and logic.
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