Question

The school store is running low on erasers for pencils. They want to order more, so they look at the prices for 4 brands.(1 point)
Determine the unit price of each brand. Round the price to the hundredths place. Remember to include the zero before the decimal.
Brand A: 20 for $2.50 = $
per eraser

Brand B: 35 for $3.25 = $
per eraser

Brand C: 50 for $5.25 = $
per eraser

Brand D: 100 for $10.00 = $
per eraser

Question 2
Which one is the best buy? The best buy will have the lowest cost per eraser.(1 point)
Responses

Brand A
Brand A

Brand B
Brand B

Brand C
Brand C

Brand D
Brand D
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Answer 1

To determine the unit price of each brand of erasers, you can divide the total price by the number of erasers for each brand.

1. **Brand A**:
- Total price: $2.50
- Number of erasers: 20
- Unit price = $2.50 / 20 = $0.125
- Rounded unit price = $0.13 per eraser

2. **Brand B**:
- Total price: $3.25
- Number of erasers: 35
- Unit price = $3.25 / 35 = $0.092857
- Rounded unit price = $0.09 per eraser

3. **Brand C**:
- Total price: $5.25
- Number of erasers: 50
- Unit price = $5.25 / 50 = $0.105
- Rounded unit price = $0.11 per eraser

4. **Brand D**:
- Total price: $10.00
- Number of erasers: 100
- Unit price = $10.00 / 100 = $0.10
- Rounded unit price = $0.10 per eraser

Now, let's summarize the unit prices:

- Brand A: $0.13 per eraser
- Brand B: $0.09 per eraser
- Brand C: $0.11 per eraser
- Brand D: $0.10 per eraser

**Question 2: Which one is the best buy?**

The brand with the lowest cost per eraser is Brand B at $0.09 per eraser, making it the best buy.

**Final answers:**
- Brand A: $0.13 per eraser
- Brand B: $0.09 per eraser
- Brand C: $0.11 per eraser
- Brand D: $0.10 per eraser

**Best buy: Brand B**