To determine which type of apple is cheaper per pound and the cost per pound, we can look at the prices listed for both types of apples:
For Granny Smith apples:
- At 2 pounds: $3.50 per pound
- At 3 pounds: $5.25 per pound
- At 4 pounds: $7.00 per pound
Calculating the cost per pound:
- At 2 pounds: \( \frac{3.50}{2} = 1.75 \) per pound
- At 3 pounds: \( \frac{5.25}{3} = 1.75 \) per pound
- At 4 pounds: \( \frac{7.00}{4} = 1.75 \) per pound
Thus, Granny Smith apples cost $1.75 per pound.
For McIntosh apples:
- At 2 pounds: $3.70 per pound
- At 3 pounds: $5.55 per pound
- At 4 pounds: $7.40 per pound
Calculating the cost per pound:
- At 2 pounds: \( \frac{3.70}{2} = 1.85 \) per pound
- At 3 pounds: \( \frac{5.55}{3} = 1.85 \) per pound
- At 4 pounds: \( \frac{7.40}{4} = 1.85 \) per pound
Thus, McIntosh apples cost $1.85 per pound.
Comparing the costs:
- Granny Smith apples: $1.75 per pound
- McIntosh apples: $1.85 per pound
Conclusion: Granny Smith apples are cheaper at $1.75 per pound.
The correct response is: Granny Smith apples are cheaper at $1.75 per pound.