Questions: Select the option with the lowest unit price for soda. 30 cans at 15.49 12 cans 7.49 24 cans at 13.25 6 cans at 3.68

Solution Steps

To find the option with the lowest unit price for soda, we need to calculate the unit price for each option by dividing the total price by the number of cans. Then, we compare these unit prices to determine the lowest one.

To find the unit price for each option, we divide the total price by the number of cans:

1. For 30 cans at \$15.49: \[ \text{Unit Price} = \frac{15.49}{30} \approx 0.5163 \]

2. For 12 cans at \$7.49: \[ \text{Unit Price} = \frac{7.49}{12} \approx 0.6242 \]

3. For 24 cans at \$13.25: \[ \text{Unit Price} = \frac{13.25}{24} \approx 0.5521 \]

4. For 6 cans at \$3.68: \[ \text{Unit Price} = \frac{3.68}{6} \approx 0.6133 \]

The calculated unit prices are:

• 30 cans: \(0.5163\)
• 12 cans: \(0.6242\)
• 24 cans: \(0.5521\)
• 6 cans: \(0.6133\)

The lowest unit price is \(0.5163\), which corresponds to the option of 30 cans at \$15.49.

Final Answer