one more

Brand “A”: 6 ounce can for $1.20

Brand “B”: 7 ounce can for $1.47

Brand “C”: 8 ounce can for $1.52

Which is the better buy, and what is the unit, rate, and final price for each brand?

You need to figure out the cost per ounce for each brand. Divide the cost by the number of ounces.

Example:

Brand A:
$1.20 / 6 = $0.20 per ounce

Am thinking brand a but am still stuck

What is the price per ounce for Brands B and C?

I just got it B.21 C.19 SO C IS GOING TO BE THE BETTER BUY RIGHT

I did not mean to shout.

Yes. You're right. C is the best buy.

I am getting better thank you glad that you are out there to help.

You're very welcome. I'm glad you're feeling better about this assignment.

To determine which is the better buy, we need to compare the unit price of each brand. The unit price is the cost per ounce of the product.

To find the unit price for Brand "A", we divide the cost ($1.20) by the number of ounces (6). The unit price for Brand "A" is $0.20 per ounce.

To find the unit price for Brand "B", we divide the cost ($1.47) by the number of ounces (7). The unit price for Brand "B" is approximately $0.21 per ounce.

To find the unit price for Brand "C", we divide the cost ($1.52) by the number of ounces (8). The unit price for Brand "C" is approximately $0.19 per ounce.

Now let's compare the unit prices:

Brand "A": $0.20 per ounce
Brand "B": $0.21 per ounce
Brand "C": $0.19 per ounce

Based on the unit prices, Brand "C" has the lowest unit price of $0.19 per ounce, making it the better buy.

The unit price, rate, and final price for each brand are as follows:

Brand "A":
- Unit Price: $0.20 per ounce
- Rate: 6 ounces for $1.20
- Final Price: $1.20

Brand "B":
- Unit Price: $0.21 per ounce
- Rate: 7 ounces for $1.47
- Final Price: $1.47

Brand "C":
- Unit Price: $0.19 per ounce
- Rate: 8 ounces for $1.52
- Final Price: $1.52