1152 bars of soap can be packed in 8 cartons. How many such cartons are required to pack 3888 bars?

Answer

To solve the problem of how many cartons are required to pack 3888 bars of soap when 1152 bars can be packed in 8 cartons, we can follow these steps:

### Step-by-Step Solution:

1. **Find the number of bars per carton**:
- We know that 1152 bars can be packed in 8 cartons.
- To find the number of bars in one carton, we divide the total number of bars by the number of cartons:
\[ \text{Bars per carton} = \frac{1152 \text{ bars}}{8 \text{ cartons}} = 144 \text{ bars/carton} \]

2. **Determine how many cartons are needed for 3888 bars**:
- Now that we know each carton holds 144 bars, we need to find out how many cartons are required for 3888 bars.
- We do this by dividing the total number of bars by the number of bars per carton:
\[ \text{Number of cartons} = \frac{3888 \text{ bars}}{144 \text{ bars/carton}} \]

3. **Perform the division**:
- Calculate \( \frac{3888}{144} \):
\[ 3888 \div 144 = 27 \]
- Therefore, 27 cartons are required to pack 3888 bars of soap.

### Final Answer:
Thus, the number of cartons required to pack 3888 bars of soap is **27 cartons**.

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