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each student in a school sold at least 24 raffle tickets. write the ine…

Question

each student in a school sold at least 24 raffle tickets. write the inequality that represents the number of raffle tickets that each student in the school sold where ( t ) is the number of raffle tickets. the inequality that represents the number of raffle tickets that each student sold is \boxed{}

Explanation:

Step1: Define the variable

Let \( t \) be the number of raffle tickets each student sold. (Note: The problem mentions \( l \), but likely a typo; we'll use \( t \) for clarity, or follow the problem's \( l \).)

Step2: Interpret "at least"

"At least 24" means the number of tickets is greater than or equal to 24. So the inequality is \( t \geq 24 \) (or \( l \geq 24 \) if using the problem's variable).

Answer:

\( l \geq 24 \) (where \( l \) is the number of raffle tickets each student sold)