The logical expression given is $(p \land q) \rightarrow r$, which can be translated into English using the meanings of $p$, $q$, and $r$.

Here’s what each symbol means:

• $p$: "Kesha's singing style is similar to Uffie's."
• $q$: "Kesha has messy hair."
• $r$: "Kesha is a rapper."

The expression $(p \land q) \rightarrow r$ means "if both $p$ and $q$ are true, then $r$ is true." In other words: "If Kesha's singing style is similar to Uffie's and Kesha has messy hair, then Kesha is a rapper."

Would you like any more details or further clarification?

Here are 5 related questions you might find helpful:

1. How would you negate $p \rightarrow r$ in English?
2. How would $p \lor q \rightarrow r$ be interpreted in this context?
3. Can you rewrite $r \rightarrow (p \land q)$ in English?
4. How does the conjunction $p \land q$ change if we only take one of $p$ or $q$?
5. What is the English meaning of $(p \lor q) \rightarrow \neg r$?

Tip: When translating logical expressions into English, make sure to respect the order of operations (like conjunction or disjunction) to maintain the correct meaning.