Write the compound statement in words.
-Let $\mathrm { r } =$ "The puppy is trained."
$\begin{array} { l }
\quad \mathrm { p } = \text { "The puppy behaves well." } \
\mathrm { q } = \text { "His owners are happy." } \
\sim ( p \rightarrow q )
\end{array}$
A) The puppy behaves well and his owners are happy.
B) It is not the case that if the puppy behaves well then his owners are happy.
C) The puppy behaves well or his owners are happy.
D) If the puppy does not behave well then his owners are not happy.

Question

Write the compound statement in words.
-Let $\mathrm { r } =$ "The puppy is trained."
$\begin{array} { l } 
\quad \mathrm { p } = \text { "The puppy behaves well." } \
\mathrm { q } = \text { "His owners are happy." } \
\sim ( p \rightarrow q )
\end{array}$
A) The puppy behaves well and his owners are happy.
B) It is not the case that if the puppy behaves well then his owners are happy.
C) The puppy behaves well or his owners are happy.
D) If the puppy does not behave well then his owners are not happy.

Quizplus · Accepted Answer

The symbol $\sim ( p \rightarrow q )$ translates to "It is not the case that if the puppy behaves well then his owners are happy," which negates the conditional statement "if the puppy behaves well then his owners are happy."

Write the Compound Statement in Words r=\mathrm { r } =r=

Write the Compound Statement in Words $\mathrm { r } =$