**ANSWER**

The **contrapositive** does always have the same truth value as the conditional. If the conditional is true then the contrapositive is true. A pattern of reaoning is a true assumption if it always lead to a true conclusion. The most common patterns of reasoning are detachment and syllogism.

Since the original statement is true and the** converse** is true, both statements have a truth value of True and so choice B is the correct answer.

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Which conditional has the same truth value as its converse ? **Which conditional has** the **same truth value** as its converse? A. If an angle **has** measure 80, then it is acute. B. If x – 7 = 14, then x = 21. C. If x = 7, then

The contrapositive “If the sidewalk is not wet, then it did not rain last night”** is a true statement**. What we see from this example (and what can be proved mathematically) is that a conditional statement** has the same truth value** as its contrapositive. …

Which conditional has the same truth value as its converse ? **Which conditional has** the **same truth value** as its converse? Get the answers you need, now! terresanders9 terresanders9 09/22/2020 Mathematics High School **Which conditional has** the **same truth value** as its converse? 1 See answer terresanders9 is waiting …

Which statement always has the same truth value as the ? **Which** statement always **has** the **same truth value** as the **conditional**? Asked by Wiki User. 1 2 3. Answer. Top Answer. Wiki User Answered . 2009-09-11 14:45:41 2009-09-11 14:45:41.

**Which conditional has** the **same truth value** as its converse? If x = 7, then

Does this justify truth-table of material conditional? (a) The biconditional 'A↔B' is true if and only if both A and B **have** the **same truth**-**value**. (b) The biconditional 'A↔B' is the **same** thing as saying '(A→B)&(B→A)' Together with the **truth**-table for the conjunction, we get the unique **truth**-table the material **conditional has** to **have** …

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