Question
The table below shows the total number of brake pads produced by machines throughout a 12-hour work day.
hours worked: 3 6 9 12
Brake pads produced: 48 96 144 192
what is the unit rate for brake pads produced per hour?
hours worked: 3 6 9 12
Brake pads produced: 48 96 144 192
what is the unit rate for brake pads produced per hour?
Answers
GPT-4o mini
To find the unit rate of brake pads produced per hour, we can look at how many brake pads are produced per hour of work.
From the data provided:
- In 3 hours: 48 brake pads
- In 6 hours: 96 brake pads
- In 9 hours: 144 brake pads
- In 12 hours: 192 brake pads
We can calculate the unit rate by dividing the total number of brake pads produced by the total hours worked:
1. For 3 hours:
\( \frac{48 \, \text{brake pads}}{3 \, \text{hours}} = 16 \, \text{brake pads per hour} \)
2. For 6 hours:
\( \frac{96 \, \text{brake pads}}{6 \, \text{hours}} = 16 \, \text{brake pads per hour} \)
3. For 9 hours:
\( \frac{144 \, \text{brake pads}}{9 \, \text{hours}} = 16 \, \text{brake pads per hour} \)
4. For 12 hours:
\( \frac{192 \, \text{brake pads}}{12 \, \text{hours}} = 16 \, \text{brake pads per hour} \)
Thus, the unit rate for brake pads produced is **16 brake pads per hour**.
From the data provided:
- In 3 hours: 48 brake pads
- In 6 hours: 96 brake pads
- In 9 hours: 144 brake pads
- In 12 hours: 192 brake pads
We can calculate the unit rate by dividing the total number of brake pads produced by the total hours worked:
1. For 3 hours:
\( \frac{48 \, \text{brake pads}}{3 \, \text{hours}} = 16 \, \text{brake pads per hour} \)
2. For 6 hours:
\( \frac{96 \, \text{brake pads}}{6 \, \text{hours}} = 16 \, \text{brake pads per hour} \)
3. For 9 hours:
\( \frac{144 \, \text{brake pads}}{9 \, \text{hours}} = 16 \, \text{brake pads per hour} \)
4. For 12 hours:
\( \frac{192 \, \text{brake pads}}{12 \, \text{hours}} = 16 \, \text{brake pads per hour} \)
Thus, the unit rate for brake pads produced is **16 brake pads per hour**.
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