In logic the compound statement q p v q is evaluated as a q

In logic the compound statement ~q ^ p v q is evaluated as:

a. ~(q ^ p) v q

b. (~q ^ p) v q

c. ~q ^ (p v q)

d. ~(q ^ p v q)

Solution

~q ^ p v q is not a well formed formula.

Depends on the preference of bound we can take the given formula.

Suppose the

the order of precedence (from most binding to least binding) is 1. ¬ 2. 3. 4. . Then the given formula

(~q ^ p) v q

becomes

In logic the compound statement ~q ^ p v q is evaluated as: a. ~(q ^ p) v q b. (~q ^ p) v q c. ~q ^ (p v q) d. ~(q ^ p v q)Solution~q ^ p v q is not a well form

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