To find the constant of proportionality between the Cups of Tofu and the Cups of Sichuan chilis, you would divide the amount of chilis by the amount of tofu. In other words, if you have a relationship of the form:
\[ \text{Cups of Chilis} = k \times \text{Cups of Tofu} \]
where \( k \) is the constant of proportionality.
Let's fill in the table based on the values provided.
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For 3 Cups of Tofu:
- You need to find what corresponds to it in cups of chilis. Assuming we are working with a proportionality (which we will determine), using \( k \):
- If \( k = \frac{\text{Cups of Chilis}}{\text{Cups of Tofu}} \), we need some value. For now, we cannot fill this out without knowing how they relate.
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For 4 Cups of Tofu: Similar reasoning applies; we need the corresponding value to complete this.
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For 1 Cup of Tofu: Again, a corresponding amount of chilis will need to be provided.
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For 6 Cups of Tofu: You will apply the same principle here.
Since you haven't provided specific values for the Cups of Sichuan chilis corresponding to the given Cups of Tofu, please provide those so we can find the constant of proportionality and fill in the table.
If you have additional information or specific values to fill in for the Cups of Sichuan chilis, please share!