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This problem asks to determine the proportional relationship between the cups of water and the cups of pancake mix based on the table provided. Let’s analyze the data in the table:

| Cups of Water | Cups of Pancake Mix |
|---------------|---------------------|
| 1             | 2                   |
| 3             | 6                   |
| 4             | 8                   |

We observe that the ratio between cups of water and cups of pancake mix is consistent. For example:
- For the first row, 1 cup of water is needed for 2 cups of pancake mix.
- For the second row, 3 cups of water are needed for 6 cups of pancake mix.
- For the third row, 4 cups of water are needed for 8 cups of pancake mix.

The proportional relationship between water and pancake mix is 1:2. Therefore, for every 1 cup of pancake mix, you need 0.5 cups of water. To answer the question, for 1 cup of pancake mix, the number of cups of water needed is **0.5**.

Would you like more detailed explanation or have any further questions?

Here are 5 related questions:
1. What is a proportional relationship?
2. How do you calculate the ratio from a table of values?
3. How can you use ratios to scale a recipe?
4. What happens to the proportion if the number of cups of pancake mix doubles?
5. How would you represent this relationship in a graph?

**Tip**: Always check if ratios are consistent by dividing the values to verify proportionality.

A cookbook has a table that shows the proportional relationship between cups of water and cups of pancake mix used to make pancake batter. In the table, enter the number of cups of water needed for 1 cup of pancake mix.

Explore how to find the proportional relationship between cups of water and cups of pancake mix in a pancake recipe. This problem helps students understand ratios and proportionality, suitable for Grades 5-7.

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