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To solve this, we can use the table provided. The question is asking for how many tablespoons (tbsp) of honey are needed for 20 cups of flour.

From the table:

- When there are 10 cups of flour, 8 tbsp of honey are required.
- When there are 20 cups of flour, we need to determine the honey amount.

If we look at the data, it seems to suggest a direct ratio. Given that doubling the cups of flour from 10 to 20 might require us to double the honey from 8 tbsp.

So, the answer would be:

\[
8 \times 2 = 16 \text{ tbsp of honey}
\]

Thus, the correct answer is **16 tbsp**.

Would you like further details on the calculation?

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### Related Questions

1. If 13 tbsp of honey is used, how many cups of flour would be required?
2. How many tbsp of honey would be needed for 30 cups of flour based on this ratio?
3. What is the ratio of honey to flour in this recipe?
4. If 5 cups of flour are used, how many tbsp of honey would be needed?
5. How much honey is needed for 15 cups of flour if the proportion stays the same?

### Tip
When working with ratios, setting up a proportion can help you scale ingredients accurately.

How many tbsp of honey is needed for 20 cups of flour?

Find out how to calculate the tablespoons of honey needed for 20 cups of flour using proportions. This problem is suitable for students in Grades 6-8 and covers the basic concepts of ratios and direct proportion.

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