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Mathematics

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Write the symbolic statement in words. Use p, q, r, s, t, and u as defined below.
p: The tour goes to Italy.
q: The tour goes to Spain.
r: We go to Venice.
s: We go to Florence.
t: The hotel fees are included.
u: The meals are not included.
r → ~s
We go to Florence and we do not go to Venice.
We go to Venice if and only if we do not go to Florence.
We go to Venice and we do not go to Florence.
If we do not go to Florence, then we will go to Venice.
If we go to Venice, then we will not go to Florence.

Answer :

Joaobezerrago Joaobezerrago

The definition of the symbolic statement r → ~s is:

If we go to Venice, then we will not go to Florence.

What is the definition of the given symbolic statement?

First, we have to look at the definition of the events.

Event r means that the person goes to Venice.

Event s means that the person goes to Florence, hence event ~s means that the person does not go to Florence.

The operation → is a implication operation, hence a → b is: if a then b.

In this problem, the statement is:

If r then not s.

Considering events r and s, the correct option is:

If we go to Venice, then we will not go to Florence.

More can be learned about logic statements at https://brainly.com/question/17242948

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