An event planner is planning a party. It costs theevent planner a onetime fee of $35 to rent the venueand $10.25 per attendee. The event planner has abudget of $200. What is the greatest number ofattendees possible without exceeding the budget?
Question
An event planner is planning a party. It costs theevent planner a onetime fee of 10.25 per attendee. The event planner has abudget of $200. What is the greatest number ofattendees possible without exceeding the budget?
Solution
To solve this problem, we need to follow these steps:
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First, we need to subtract the one-time fee from the total budget. This will give us the amount of money left for the attendees. So, 35 = $165.
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Next, we need to divide the remaining budget by the cost per attendee to find out the maximum number of attendees. So, 10.25 ≈ 16.09.
Since we can't have a fraction of an attendee, we round down to the nearest whole number. Therefore, the greatest number of attendees possible without exceeding the budget is 16.
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