If the total weight of 11 identical articles is 77 kg, how many articles of the same type would weight 224 kg ?

Answer

To solve the problem, we need to determine how many identical articles weigh 224 kg, given that 11 identical articles weigh 77 kg.

### Step-by-Step Solution:

1. **Find the weight of one article:**
- We know that 11 articles weigh 77 kg.
- To find the weight of one article, we divide the total weight by the number of articles:
\[ \text{Weight of one article} = \frac{77 \text{ kg}}{11} = 7 \text{ kg} \]

2. **Determine how many articles would weigh 224 kg:**
- Now that we know the weight of one article is 7 kg, we can find out how many articles would weigh 224 kg.
- We do this by dividing the total weight (224 kg) by the weight of one article (7 kg):
\[ \text{Number of articles} = \frac{224 \text{ kg}}{7 \text{ kg}} = 32 \]

### Final Answer:
Therefore, the number of articles that would weigh 224 kg is **32 articles**.

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