The relation between volume and temperature of a sample of water in the range `0^(@)C` to `100^(@)C` is best represented by

Options

A.
B.
C.
D.

Answer

To solve the question regarding the relationship between volume and temperature of a sample of water from `0°C` to `100°C`, we need to analyze the behavior of water in this temperature range.

### Step-by-Step Solution:

1. **Understanding Water's Anomalous Behavior:**
- Water exhibits an anomalous behavior between `0°C` and `4°C`. As the temperature increases from `0°C` to `4°C`, the volume of water actually decreases. This is because water is densest at `4°C`.

2. **Volume Change from `0°C` to `4°C`:**
- At `0°C`, the volume of water is at a certain value. As we increase the temperature to `4°C`, the volume decreases, reaching a minimum at `4°C`.

3. **Volume Change from `4°C` to `100°C`:**
- Beyond `4°C`, as we continue to heat the water up to `100°C`, the volume starts to increase. This means that the density of water decreases as the temperature rises from `4°C` to `100°C`.

4. **Graphical Representation:**
- The graph representing this relationship would start at a certain volume at `0°C`, decrease to a minimum volume at `4°C`, and then increase again up to `100°C`.

5. **Identifying the Correct Option:**
- Among the provided options, we need to select the graph that shows this behavior: a decrease in volume from `0°C` to `4°C`, followed by an increase in volume from `4°C` to `100°C`.
- The correct option is the one that reflects this pattern, which is identified as option 2.

### Final Answer:
The relation between volume and temperature of a sample of water in the range `0°C` to `100°C` is best represented by **option 2**.