4. Which of the following has the lowest unit price?
Brand A: 5 lb for $3.50
Brand B: 8 lb for $5.20
Brand C: 3 lb for $2.25
(1 point)
Brand A
Brand B
Brand C
All brands have the same unit price.
A: 3.50 / 5 = $0.70 per pound
B: 5.20 / 8 = $_____ per pound
C: 2.25 / 3 = $_____ per pound
1. A box of crackers....8 servings ...
D. 3 grams
2. A 16-fluid ounce.... costs $2.00...
B. $0.125 fluid Oz
3. Cheese costs $4.50... 3 pounds...
D. $13.50
4. Which...lowest unit price...
Brand A..5 $3 Brand B..8 $5 Brand C..3 $2
B. Brand B
To determine which brand has the lowest unit price, we need to calculate the unit price for each brand. The unit price is calculated by dividing the total cost by the weight. Let's calculate the unit price for each brand:
For Brand A:
Unit price = Total cost / Weight = $3.50 / 5 lb = $0.70/lb
For Brand B:
Unit price = Total cost / Weight = $5.20 / 8 lb = $0.65/lb
For Brand C:
Unit price = Total cost / Weight = $2.25 / 3 lb = $0.75/lb
Comparing the unit prices, we can see that Brand B has the lowest unit price of $0.65/lb. Therefore, the answer is Brand B.