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To determine how many doses were made, we divide the total amount of medicine by the size of each dose.

Given:
- Total medicine = **12.48 mL**
- Each dose = **4 mL**

The calculation is:

\[
\text{Number of doses} = \frac{\text{Total medicine}}{\text{Dose size}} = \frac{12.48}{4} = 3.12
\]

### Result:
- **3 full doses** can be made, since we are likely dealing with whole doses (fractions are incomplete doses).  
- The remaining medicine would be **0.48 mL** (since \( 3 \times 4 = 12 \), and \( 12.48 - 12 = 0.48 \)).

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Here are 5 related questions:
1. How would the number of doses change if each dose was 2 mL?
2. If you had 20 mL of medicine, how many 4 mL doses could be made?
3. What happens if doses must be rounded up to the nearest whole number?
4. If the medicine was 6 mL per dose, how many doses would fit in 12.48 mL?
5. How many mL would remain after making 3 full doses?

**Tip:** When working with division problems involving whole units, remember to check for remainders!

12.48 milliliters of medicine were separated into doses of 4 mL each. How many doses were made?

Learn how to determine the number of 4 mL doses that can be made from 12.48 mL of medicine. This problem involves division with remainders and is perfect for Grade 5 students learning measurement and basic division.

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