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In logic, a conjunction is a connective form where the paired proposition is true only if both of the connected propositions are true. The symbolic form is a centered dot (.)

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What is the conjunction of a conditional statement and its converse?

A biconditional is the conjunction of a conditional statement and its converse.


What is a conjunction of a conditional statement and its converse?

A biconditional is the conjunction of a conditional statement and its converse.


Is no a conjunction?

No. The word no is an adjective, and arguably an adverb. It cannot be used as a conjunction.


Example of an statement conjunction statement?

example of contrapositive


Is that's why a conjunction?

No, the pair of words is not a conjunction. The word that's is a contraction for the noun-verb pair "that is." Why can be a conjunction, and will be if a statement follows "that's why" (e.g. that's why he came back).


Can it be a conjunction?

Yes, "it" can be a conjunction when used to introduce a clause explaining a previous statement or situation. For example: "It was raining, so I grabbed my umbrella." In this case, "so" is a conjunction that connects the two clauses.


What kind of word is though?

"Though" is a conjunction or an adverb. It is often used to introduce a subordinate clause in a sentence or to add contrast or concession to a statement.


A compound statement that is formed by joining two statements with the word and is called a?

conjunction...your welcome


is undoubtedly a conjunction?

No, it is not a conjunction. It is an adjective meaning surely, "without doubt or question."


Is according to a conjunction?

No, it is a preposition. It combines the participle adjective according with the preposition to.


Is never mind a conjunction?

"Never mind" is a phrase that is commonly used to dismiss, disregard, or retract a previous statement or question. It is not considered a conjunction in traditional grammar terms.


When is a conjunction false?

A conjunction is false only when all statements connected by "and" are individually true, but when taken together, they form a false statement. For example, the conjunction "It is raining and the sun is shining" would be false because it's impossible for it to rain and for the sun to be shining at the same time.