QuestionMay 24, 2025

4. When carrying out calculations that involve the ideal gas law or combined gas law, absolute temperature should be measured using the Kelvin scale. True False 5. Which of the following are correct values for the ideal gas constant?Select ALL that apply. 6.022kPacdot L/(molcdot K) 0.08206atmcdot L/(molcdot K) 6.626atmcdot L/(molcdot K) 8.314kPacdot L/(molcdot K)

4. When carrying out calculations that involve the ideal gas law or combined gas law, absolute temperature should be measured using the Kelvin scale. True False 5. Which of the following are correct values for the ideal gas constant?Select ALL that apply. 6.022kPacdot L/(molcdot K) 0.08206atmcdot L/(molcdot K) 6.626atmcdot L/(molcdot K) 8.314kPacdot L/(molcdot K)
4. When carrying out calculations that involve the ideal gas law or combined gas
law, absolute temperature should be measured using the Kelvin scale.
True
False
5. Which of the following are correct values for the ideal gas constant?Select
ALL that apply.
6.022kPacdot L/(molcdot K)
0.08206atmcdot L/(molcdot K)
6.626atmcdot L/(molcdot K)
8.314kPacdot L/(molcdot K)

Solution
4.1(183 votes)

Answer

4. True ### 5. 0.08206 \, atm \cdot L/(mol \cdot K), 8.314 \, kPa \cdot L/(mol \cdot K) Explanation 1. Determine the Correct Statement for Temperature Scale The ideal gas law and combined gas law require temperature in Kelvin to ensure absolute temperature is used. Therefore, the statement is **True**. 2. Identify Correct Values for Ideal Gas Constant The widely recognized values for the ideal gas constant are 0.08206 \, atm \cdot L/(mol \cdot K) and 8.314 \, kPa \cdot L/(mol \cdot K). These are correct.

Explanation

1. Determine the Correct Statement for Temperature Scale<br /> The ideal gas law and combined gas law require temperature in Kelvin to ensure absolute temperature is used. Therefore, the statement is **True**.<br /><br />2. Identify Correct Values for Ideal Gas Constant<br /> The widely recognized values for the ideal gas constant are $0.08206 \, atm \cdot L/(mol \cdot K)$ and $8.314 \, kPa \cdot L/(mol \cdot K)$. These are correct.
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