pamelperezz26
12.10.2020 •
Mathematics
Consider the following argument. Sandra knows Java and Sandra knows C++. ∴ Sandra knows C++. Let p = "Sandra knows Java" and q = "Sandra knows C++." Is the argument valid or invalid? Select the answer that shows the symbolic form of the argument and justifies your conclusion.
a. form: p ∨ q valid, specialization
b. p form: p ∧ q valid, specialization
c. q form: p ∨ q invalid, inverse error
d. ~q form: q ∨ p invalid, converse error
e. ~p form: q ∧ p invalid, converse error
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Ответ:
b. Form: p ^ q valid, specialization
Step-by-step explanation:
From the question, we understand that:
p = "Sandra knows C++"
q = "Sandra knows Java"
The relationship between p and q in the question is and.
This implies
p and q
p and q can be represented as:
p ^ q
i.e. p ^ q is valid
The above represents the premise.
Premise: p ^ q
From the list of given options, option B answers the question
Ответ: