Jenny wants to buy soda at the grocery store. The store offers three different packages.

Question

Determine the unit price for each soda in the packs. Round your answer to the hundredths place.

(1 point)
6-pack for $2.99 has a unit price of $
per soda.

12-pack for $3.99 has a unit price of $
per soda.

24-pack for $5.99 has a unit price of $
per soda.

Question 2
Which package has the best unit price?(1 point)
Responses

6-pack
6-pack

12-pack
12-pack

24-pack
24-pack

They have the same unit price.

Answer 1

To determine the unit price for each soda in the packs, divide the total price of each package by the number of sodas it contains.

1. 6-pack for $2.99: \[ \text{Unit price} = \frac{2.99}{6} \approx 0.4983 \] Rounding to the hundredths place, the unit price is $0.50 per soda.

2. 12-pack for $3.99: \[ \text{Unit price} = \frac{3.99}{12} \approx 0.3325 \] Rounding to the hundredths place, the unit price is $0.33 per soda.

3. 24-pack for $5.99: \[ \text{Unit price} = \frac{5.99}{24} \approx 0.2496 \] Rounding to the hundredths place, the unit price is $0.25 per soda.

Summary:

• 6-pack: $0.50 per soda.
• 12-pack: $0.33 per soda.
• 24-pack: $0.25 per soda.

Question 2

To determine which package has the best unit price, we compare the unit prices calculated above.

• 6-pack: $0.50
• 12-pack: $0.33
• 24-pack: $0.25

The package with the best unit price is the 24-pack, since it has the lowest unit price of $0.25 per soda.