Write the compound statement in symbols.
Let r = ʺThe food is good,ʺ p = ʺI eat too much,ʺ q = ʺIʹll exercise.ʺ
-Iʹll exercise if I donʹt eat too much.
A) $\sim p \wedge q$
B) $\sim p \rightarrow q$
C) $\sim ( p \rightarrow q )$
D) $\sim \mathrm { p } \vee \mathrm { q }$

Question

Write the compound statement in symbols.
Let r = ʺThe food is good,ʺ p = ʺI eat too much,ʺ q = ʺIʹll exercise.ʺ
-Iʹll exercise if I donʹt eat too much. 
A) $\sim p \wedge q$
B) $\sim p \rightarrow q$
C) $\sim ( p \rightarrow q )$
D) $\sim \mathrm { p } \vee \mathrm { q }$

Quizplus · Accepted Answer

The statement "I'll exercise if I don't eat too much" can be translated to "If not p, then q," which is symbolically represented as $\sim p \rightarrow q$.

Write the Compound Statement in Symbols ∼p∧q\sim p \wedge q∼p∧q B) ∼p→q\sim p \rightarrow q∼p→q

Write the Compound Statement in Symbols $\sim p \wedge q$ B) $\sim p \rightarrow q$