What is the percentage of occupied apartments in a 34-story building if each floor has 7 apartments and a total of 59 apartments are occupied?
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What is the percentage of occupied apartments in a 34-story building if each floor has 7 apartments and a total of 59 apartments are occupied?
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: Calculate the total number of apartments.
The building has 34 floors and each floor has 7 apartments, so the total number of apartments is:
Step 2: Use the percentage formula to find the occupancy rate.
The total number of occupied apartments is 59. So, the percentage of occupied apartments is calculated as:
Performing the calculation, we get:
Rounding to the nearest whole number, this is approximately .
Step 3: Compare with choices:
The correct answer, rounding to the nearest whole number, matches choice number 2: 25%.
Therefore, the solution to the problem is .
25%
Approximately what is \( \frac{11}{50} \) written as a percentage?
You need the total number of apartments as your denominator in the percentage formula. The problem gives you floors and apartments per floor, so you must multiply: total apartments.
Yes! When dealing with real-world occupancy rates, percentages are typically rounded to the nearest whole number. rounds to 25%.
You won't! When counting physical objects like apartments or floors, your totals should always be whole numbers. If you get decimals, check your multiplication.
No! Occupancy rate represents how much of the building is filled. It can't exceed 100% because you can't have more occupied apartments than total apartments available.
Think logically: means about 1 out of every 4 apartments is occupied. That's 25%, which makes perfect sense!
This is a multi-step word problem! You must:
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