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a storage company charges a monthly fee based on the number of boxes st…

Question

a storage company charges a monthly fee based on the number of boxes stored. the company allows customers to store up to 25 boxes in a standard unit. which of the following inequalities represents the number of boxes, b, that a customer can store without exceeding the limit?
select one of four
b ≥ 25
b ≤ 25
b > 25
b < 25
remaining attempts: 1

Explanation:

Step1: Analyze the meaning of "up to"

"Up to" means that the number of boxes \(b\) can be equal to 25 or less than 25.

Step2: Translate the meaning into inequality

The inequality that represents \(b\) being equal to 25 or less than 25 is \(b\leq25\).

Answer:

\(b\leq25\) (assuming this is one of the options in the "Select one of four" part, as per the problem statement's context)