Question 14.c of 14 Submit A sample of gas contains 4.67 moles at 37.8 °C in a volume of 3.61 L. If 0.530 moles of gas are removed from the initial 4.67 moles and the temperature increased to 52.8 °C while pressure is held constant, then what is the new volume of the gas, in liters?

Chemistry
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ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
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**Gas Volume and Temperature Relationship**

**Problem Statement:**

A sample of gas contains 4.67 moles at 37.8 °C in a volume of 3.61 L.

If 0.530 moles of gas are removed from the initial 4.67 moles and the temperature is increased to 52.8 °C, while pressure is held constant, what is the new volume of the gas, in liters?

**Explanation:**

The problem involves the relationship between the amount of gas, temperature, and volume, while maintaining constant pressure. This is described by the Combined Gas Law and Avogadro's Law. The change in the number of moles and temperature affects the volume, which is what we need to find. 

To solve this, we use the ideal gas law or related expressions that consider these variables. Remember to adjust temperature to Kelvin and account for the change in moles before calculating the new volume.
Transcribed Image Text:**Gas Volume and Temperature Relationship** **Problem Statement:** A sample of gas contains 4.67 moles at 37.8 °C in a volume of 3.61 L. If 0.530 moles of gas are removed from the initial 4.67 moles and the temperature is increased to 52.8 °C, while pressure is held constant, what is the new volume of the gas, in liters? **Explanation:** The problem involves the relationship between the amount of gas, temperature, and volume, while maintaining constant pressure. This is described by the Combined Gas Law and Avogadro's Law. The change in the number of moles and temperature affects the volume, which is what we need to find. To solve this, we use the ideal gas law or related expressions that consider these variables. Remember to adjust temperature to Kelvin and account for the change in moles before calculating the new volume.
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