Question
Wichael is renting a bicycle for \( \$ 12 \) per hour. Which of the following is equivalent to this rate? a.) 20 cents per minute b.) 5 cents per minute c.) 14 cents per minute d.) 7 cents per minute
Ask by Thornton Cervantes. in the United States
Jan 26,2025
Real Tutor Solution
Tutor-Verified Answer
Answer
The equivalent rate is 20 cents per minute.
Solution
To determine the equivalent rate in cents per minute, follow these steps:
1. **Start with the hourly rate:**
\[
\$12 \text{ per hour}
\]
2. **Convert the hourly rate to a per-minute rate:**
- There are 60 minutes in an hour.
- Divide the hourly rate by 60 to find the rate per minute.
\[
\frac{\$12}{60 \text{ minutes}} = \$0.20 \text{ per minute}
\]
3. **Convert dollars to cents:**
\[
\$0.20 = 20 \text{ cents}
\]
So, the equivalent rate is **20 cents per minute**.
**Answer:**
a.) 20 cents per minute
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Simplify this solution Beyond the Answer
To figure out the equivalent rate per minute, we first convert the hourly rate of \( \$ 12 \) to a per-minute rate. Since there are 60 minutes in an hour, we divide \( 12 \) by \( 60 \), which results in \( \$ 0.20 \) per minute, or 20 cents per minute. So, the correct answer is a.) 20 cents per minute. Renting a bicycle often requires riders to consider time management, especially if you're on a tight schedule. If you start your ride by calculating expenses in smaller increments, like minutes, you'll have an easier time budgeting for your adventure—ensuring you can cycle longer without burning a hole in your wallet!
