What is the difference in parking costs for 5 hours between garage (A) and garage (B) given their rates?

What is the difference in parking costs for 5 hours between garage (A) and garage (B) given their rates?

• A. $2.25
• B. $1.75
• C. $1.50
• D. $1.25

Answer: (B)

To find the difference in parking costs between garage A and garage B for 5 hours, first, you need to determine the individual costs for 5 hours at both garages based on their hourly rates. Assuming garage A has a higher hourly rate than garage B, calculate the total cost for each garage: 1. Multiply the hourly rate of garage A by 5 to find the total cost for 5 hours. 2. Repeat the same calculation for garage B. 3. Finally, subtract the total cost of garage B from the total cost of garage A to find the difference. The choice indicating a difference of $1.75 suggests that the specific rates and calculations led to this result, likely reflecting a situation where garage A's charges were significantly higher than those of garage B. This cost difference reflects the competitive pricing of parking options available to customers and is crucial for making cost-effective choices when parking in busy areas.

To find the difference in parking costs between garage A and garage B for 5 hours, first, you need to determine the individual costs for 5 hours at both garages based on their hourly rates.

Assuming garage A has a higher hourly rate than garage B, calculate the total cost for each garage:

1. Multiply the hourly rate of garage A by 5 to find the total cost for 5 hours.

2. Repeat the same calculation for garage B.

3. Finally, subtract the total cost of garage B from the total cost of garage A to find the difference.

The choice indicating a difference of $1.75 suggests that the specific rates and calculations led to this result, likely reflecting a situation where garage A's charges were significantly higher than those of garage B. This cost difference reflects the competitive pricing of parking options available to customers and is crucial for making cost-effective choices when parking in busy areas.