Amazon sells crayons and boxes of 8, 16, or 24 with the prices listed below, which is the best by eight crayons for $2.60 at 16 crayons for $3.15 for 24 crayons for $5.50
To find the best deal for eight crayons, we need to compare the prices for each option.
For 8 crayons at $2.60, the price per crayon is:
2.60 / 8 = $0.325
For 16 crayons at $3.15, the price per crayon is:
3.15 / 16 = $0.196875
For 24 crayons at $5.50, the price per crayon is:
5.50 / 24 = $0.22916666666666666
Therefore, the best deal by price per crayon is the option with 16 crayons for $3.15, where the price per crayon is $0.196875.
To determine which option offers the best value, we need to calculate the price per crayon for each option.
Option 1: 8 crayons for $2.60
Price per crayon = $2.60 / 8 = $0.325 per crayon
Option 2: 16 crayons for $3.15
Price per crayon = $3.15 / 16 = $0.196875 per crayon
Option 3: 24 crayons for $5.50
Price per crayon = $5.50 / 24 = $0.2291667 per crayon
Based on the calculations, the option with the lowest price per crayon is Option 2, which offers 16 crayons for $3.15 (approximately $0.20 per crayon). Therefore, Option 2 is the best value among the three options provided.
To determine which option is the best, we need to calculate the price per crayon for each option. Let's analyze each option:
Option 1: 8 crayons for $2.60
Price per crayon = $2.60 / 8 = $0.325
Option 2: 16 crayons for $3.15
Price per crayon = $3.15 / 16 = $0.196875
Option 3: 24 crayons for $5.50
Price per crayon = $5.50 / 24 ≈ $0.2291667
By comparing the price per crayon, we can see that option 2 offers the best deal, as it has the lowest price per crayon ($0.196875). Therefore, the best option is to buy 16 crayons for $3.15.