Write an equivalent statement that does not use the if ... then connec $\text { Use the fact that } p \rightarrow q \text { is equivalent to } \sim p \vee q \text {. }$
-If the sun comes out Tuesday, the daisies will open.
A)The sun does not come out Tuesday or the daisies will open.
B)The sun does not come out Tuesday or the daisies will not open.
C)The sun does not come out Tuesday but the daisies will not open.
D)The sun comes out Tuesday and the daisies will not open.

Question

Quizplus · Accepted Answer

The statement "If the sun comes out Tuesday, the daisies will open" is equivalent to "The sun does not come out Tuesday or the daisies will open" ($\sim p \vee q$).

Write an Equivalent Statement That Does Not Use the If Use the fact that p→q is equivalent to ∼p∨q. \text { Use the fact that } p \rightarrow q \text { is equivalent to } \sim p \vee q \text {. } Use the fact that p→q is equivalent to ∼p∨q.

Write an Equivalent Statement That Does Not Use the If $\text { Use the fact that } p \rightarrow q \text { is equivalent to } \sim p \vee q \text {. }$