R: It is raining today S: Street is wet The statement "It is raining today, and the street is wet." then translates to $$ R \rightarrow S $$. True False

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True The statement "It is raining today, and the street is wet." can be translated into a conditional statement as $$ R \rightarrow S $$, where $$ R $$ represents "It is raining today" and $$ S $$ represents "The street is wet." The conditional statement $$ R \rightarrow S $$ means "If it is raining today, then the street is wet." This is a true statement because if it is indeed raining, it is a logical consequence that the street would be wet. Therefore, the correct answer is: True

R: It is raining today S: Street is wet The statement "It is raining today, and the street is wet." then translates to \( R \rightarrow S \). True False

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R: It is raining today S: Street is wet The statement "It is raining today, and the street is wet." then translates to \( R \rightarrow S \). True False

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