The statement "Trevon practices his clarinet at least 1 hour each day" implies that the time \( t \) (in hours) he practices is greater than or equal to 1 hour. Therefore, the correct mathematical representation of this statement is:
\[ t \geq 1 \]
From the provided options, none of them exactly match this correct inequality. The closest relevant indication is:
- \( t \geq 1 \) (indicating that he practices for at least 1 hour).
However, if we're strictly selecting from the options provided, none of them directly apply since:
- \( t \geq 1 \) (not listed) would convey the correct condition.
If you must select an available option based on a common misunderstanding, "t ≥ 1" would be the accurate interpretation even though it’s not provided as an option.
Thus, to summarize with your provided selections:
- Correct interpretation: \( t \geq 1 \) (not listed).
- None of the listed inequalities (t ≥ 1, t ≤ 1, t > 1, t < 1) are accurate.
1 answer