The given data illustrates a direct relationship between volume and temperature, supporting Charles' Law. As temperature increases (in kelvins), the volume also increases, indicating that the two variables are directly proportional at constant pressure.
The relationship between volume and temperature in the given data can be analyzed to determine whether it supports Charles' Law. Charles' Law states that, at constant pressure, the volume of a gas is directly proportional to its absolute temperature.
1. **Data Analysis:**
- Data Point 1: Volume = 3295 ml, Temperature = 263 K
- Data Point 2: Volume = 3739 ml, Temperature = 294 K
- Data Point 3: Volume = 4921 ml, Temperature = 335 K
2. **Observation:**
As temperature increases, the volume also increases. This indicates a direct (proportional) relationship between volume and temperature. When volume and temperature are graphed, the resulting line would be expected to have a positive slope.
3. **Conclusion:**
The data supports Charles' Law. In Charles' Law, if the temperature is expressed in kelvins (K), the relationship between volume and temperature is expected to be direct. The positive correlation observed in the data aligns with the principles of Charles' Law.