The first 1,500 students who register cars with the parking facilities office at a state university are guaranteed a parking space. The initial number of students at the office when it opened was 83, and the number of students that visit the office increases every hour by 17%. Which of the following inequalities can be used to determine the number of hours, t, after the parking facilities office opened when the number of students at the office will be at or below 1,500?

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Calniz
Hey there, AgustinJr!

The inequality should be as shown below
83 ([tex] 1.17)^{t} [/tex] [tex] \leq [/tex] 1500
1.17 represents the growth of the number of students in percentage, this is the same as 117%
t being the amount of hours

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Answer:

83 ( 1.17)t< 1,500

Step-by-step explanation:

idk