One mole of an ideal gas undergoes an isothermal compression at T=300K. In this process, 500 J of work is done on the gas by its surroundings. If the initial volume V1 of the gas was 1.5 liters, what is its final volume V2? 0.25 L O 0.50 L O 0.82 L O 1.0 L O 1.23 L
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- The gas in a cylinder expands and forces a piston outward. During this process, the piston maintains a pressure of 2.25x105 Pa on the gas, and the volume in the cylinder changes from 1.00 L to 1.40 L. The work done on the gas is?An ideal gas is brought through an isothermal compression process. The 5.00 mol of gas goes from an initial volume of 223.1×10−6 m3 to a final volume of 105.2×10−6 m3. If 9430 J is released by the gas during this process, what are the temperature ? and the final pressure ?? of the gas?Helium (He), a monatomic gas, fills a 0.039 m³ container. The pressure of the gas is 5.0 x 105 Pa. How long would a 0.25 hp engine have to run (1 hp = 746 W) to produce an amount of energy equal to the internal energy of this gas? t = eTextbook and Media
- One mole each of a diatomic gas and a monoatomic gas are brought to the same, very high temperature. What is the ratio of the diatomic gas’ internal energy to the monoatomic gas’ energy? 7/5 7/3 3/7 1158 J of energy is transferred to a system consisting of 2.0 moles of an ideal gas. If the volume of this gas stays at a constant 2.8 L, calculate the change in internal energy of the gas.The temperature of 10 moles of an ideal gas is 1000 K. Compute the work done by the gas when it expands isothermally to three times its initial volume. Given: Boltzmann constant: k = 1.38 x 10–23 J/K, Ideal Gas Constant: R = 8.31 J/(mol K) A. 91300 J B. 9130 J C. 913 J D. 91 J E. 9 J