Identify the best deal from the following options.

Question

A
272727 ounces of nacho chips for $3.51\$ 3.51$3.51.
B
101010 ounces of nacho chips for $1.30\$ 1.30$1.30.
C
181818 ounces of nacho chips for $2.16\$ 2.16$2.16.
D
252525 ounces of nacho chips for $2.75\$ 2.75$2.75.

Answer 1

To find the best deal, we need to calculate the price per ounce for each option.

Here are the calculations:

Option A:

• Ounces: 272727
• Price: $3.51
• Price per ounce = \( \frac{3.51}{272727} \approx 0.00001287 \)

Option B:

• Ounces: 101010
• Price: $1.30
• Price per ounce = \( \frac{1.30}{101010} \approx 0.00001287 \)

Option C:

• Ounces: 181818
• Price: $2.16
• Price per ounce = \( \frac{2.16}{181818} \approx 0.00001191 \)

Option D:

• Ounces: 252525
• Price: $2.75
• Price per ounce = \( \frac{2.75}{252525} \approx 0.00001087 \)

Now, let's summarize the price per ounce for each option:

• Option A: \( \approx 0.00001287 \)
• Option B: \( \approx 0.00001287 \)
• Option C: \( \approx 0.00001191 \)
• Option D: \( \approx 0.00001087 \)

The lowest price per ounce indicates the best deal.

Best Deal:
Option D has the lowest price per ounce at approximately $0.00001087, making it the best deal for nacho chips.