NECO 2024 · Paper 1 · Q27

Logic

Given the statements $p$ : All terrorists are guilty, and $q$ : All terrorists are criminals. Write in symbolic form: “All terrorists are not guilty but criminals”.

Worked solution (try it first)

"Not guilty" is the negation of $p$ , written $\sim p$ . "Criminals" is $q$ .
"But" joins the two parts like "and", so use $\wedge$ .
So the statement is $\sim p \wedge q$ , option E.

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