To determine which cookie yields more cookies from one cup of sugar, we will consider both Cookie A and Cookie B based on the given information.
For Cookie A, the yields are as follows:
- 2 cups yield 80 cookies: \( \frac{80 \text{ cookies}}{2 \text{ cups}} = 40 \text{ cookies per cup} \)
- 3 cups yield 120 cookies: \( \frac{120 \text{ cookies}}{3 \text{ cups}} = 40 \text{ cookies per cup} \)
- 4 cups yield 160 cookies: \( \frac{160 \text{ cookies}}{4 \text{ cups}} = 40 \text{ cookies per cup} \)
From this data, we can see that Cookie A consistently yields 40 cookies per cup of sugar.
For Cookie B, we have a graph that provides the number of cookies based on cups of sugar:
- From the graph, the point corresponding to 1 cup of sugar is at the coordinate (1, 36), which indicates that Cookie B yields 36 cookies from one cup of sugar.
Now we compare the yields:
- Cookie A: 40 cookies per cup
- Cookie B: 36 cookies per cup
Conclusion: Cookie A yields the most cookies from one cup of sugar, producing 40 cookies compared to Cookie B's 36 cookies.