Choose the better buy. $12.95 for 3 pounds of nuts or $21.45 for 5 pounds of nuts
To determine the better buy, we need to calculate the price per pound for each option:
For the first option, $12.95 for 3 pounds of nuts:
Price per pound = $12.95 / 3 = $4.32 per pound
For the second option, $21.45 for 5 pounds of nuts:
Price per pound = $21.45 / 5 = $4.29 per pound
Comparing the price per pound, we can see that the second option, $21.45 for 5 pounds of nuts is a better buy as it is slightly cheaper per pound compared to the first option.
To determine the better buy, we need to compare the cost per pound for each option.
For the first option, $12.95 for 3 pounds of nuts, we can find the cost per pound by dividing $12.95 by 3.
Cost per pound for the first option = $12.95 / 3 = $4.32
For the second option, $21.45 for 5 pounds of nuts, we can find the cost per pound by dividing $21.45 by 5.
Cost per pound for the second option = $21.45 / 5 = $4.29
Comparing the two options, we can see that the cost per pound for the second option is lower ($4.29) compared to the first option ($4.32).
Therefore, the better buy is $21.45 for 5 pounds of nuts.
To determine the better buy, we need to compare the prices per pound of nuts for both options. Here's how you can do it:
1. Calculate the price per pound for the first option of $12.95 for 3 pounds of nuts:
Divide the total price by the number of pounds: $12.95 / 3 pounds = $4.32 per pound.
2. Calculate the price per pound for the second option of $21.45 for 5 pounds of nuts:
Divide the total price by the number of pounds: $21.45 / 5 pounds = $4.29 per pound.
Now we can compare the prices per pound:
- The first option costs $4.32 per pound.
- The second option costs $4.29 per pound.
Therefore, based on the calculations, the second option of $21.45 for 5 pounds of nuts is the better buy, as it has a lower price per pound compared to the first option.