Question

Printer A prints 100 pages for $19.99. Printer B prints 275 sheets for $57.99. Which printer has the better rate of cost per page?

Printer A, because the approximate rate of Printer A, $0.20 per page, is less than the approximate rate of Printer B, $0.21 per page
Printer A, because the approximate rate of Printer A, $5.00 per page, is less than the approximate rate of Printer B, $4.74 per page
Printer B, because the approximate rate of Printer A, $5.00 per page, is less than the approximate rate of Printer B, $4.74 per page
Printer B, because the approximate rate of Printer A, $0.20 per page, is greater than the approximate rate of Printer B, $0.21 per page

Answer 1

Printer A, because the approximate rate of Printer A, $0.20 per page, is less than the approximate rate of Printer B, $0.21 per page.

Step-by-step explanation:

Let’s calculate the cost per page for both printers:

For Printer A:

The cost per page is 100$19.99​=$0.20

per page.

For Printer B:

The cost per page is 275$57.99​≈$0.21

per page.

So, Printer A has the better rate because its cost per page, $0.20, is less than the cost per page of Printer B, $0.21. Therefore, the correct answer is:

“Printer A, because the approximate rate of Printer A, $0.20 per page, is less than the approximate rate of Printer B, $0.21 per page.

Answer 2

Printer A has a cost of approximately $0.20 per page, whereas Printer B has a cost of approximately $0.21 per page. Comparing the two, Printer A offers a more affordable rate per page.

Step-by-step explanation:

To determine which printer has the better cost per page, we need to calculate the cost per page for each printer and then compare the values.

For Printer A, the cost per page is calculated as follows:

• Total cost for Printer A: $19.99
• Number of pages printed by Printer A: 100
• Cost per page for Printer A = $19.99 ÷ 100 = $0.1999, which is approximately $0.20 per page.

For Printer B, the cost per page is calculated as follows:

• Total cost for Printer B: $57.99
• Number of sheets printed by Printer B: 275
• Cost per page for Printer B = $57.99 ÷ 275 = $0.2109, which is approximately $0.21 per page.

Comparing the two rates, Printer A, with an approximate rate of $0.20 per page, is less expensive than Printer B, which has an approximate rate of $0.21 per page. Therefore, Printer A has the better rate of cost per page.