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sammy [17]
3 years ago
5

Three identical 10 L tanks contain 6 mol of helium (He) at 293 K. The pressure in each of the tanks is increased as described be

low: Tank A: The tank volume is decreased from 10 L to 5 L while the temperature and the number of moles of He remain constant. Tank B: The tank temperature is increased from 293 K to 308 K while the volume and the number of moles of He remain constant. Tank C: The number of moles of He in the tank is increased from 6 mol to 9 mol while the temperature and the volume remain constant. How is the average kinetic energy, KE, of the He molecules affected in each case?
Chemistry
1 answer:
dimaraw [331]3 years ago
8 0

Answer:

  • Tank A: the average kinetic energy, KE, of the He molecules does not change.

  • Tank B: the average kinetic energy, KE, of the He molecules increases.

  • Tank C:  the average kinetic energy, KE, of the He molecules increases.

Explanation:

Under the assumption of ideal gas behavior, <em>the average kinetic energy (KE)</em> of a gas depends exclusively on the the temperature of the gas. Acutally, the temperature of a gas is a measure of its average kinetic energy.

Then, to predict<em> how is the average kinetic energy, KE, of the He molecules affected in each case</em>, you have to find the effect of the change on the temperature of the gas.

<u>Case 1. Tank A.</u>

  • V₀ = 10 liter
  • n₀ = 6 moles
  • T₀ = 293 K

  • V₁ = 5 liter
  • T₁ = T₀ = 293 K
  • n₁ = n₀ = 6 moles

Since, the temperature remains constant, which, as stated, is the measure of the kinetic energy, <em>the average kinetic energy, KE, of the He molecules does not change.</em>

<u>Case 2. Tank B.</u>

  • V₀ = 10 liter
  • n₀ = 6 moles
  • T₀ = 293 K

  • V₁ = 10 liter
  • T₁ = T₀ = 308 K
  • n₁ = n₀ = 6 moles

Since, the temperature increases, which, as stated, is the measure of the kinetic energy, <em>the average kinetic energy, KE, of the He molecules increases.</em>

<u>Case 3. Tank C</u>

.

  • V₀ = 10 liter
  • n₀ = 6 moles
  • T₀ = 293 K

  • V₁ = 10 liter
  • T₁ = T₀ = 293 K
  • n₁ = n₀ = 9 moles

Since, the temperature increases, which, as stated, is the measure of the kinetic energy,<em> the average kinetic energy, KE, of the He molecules increases.</em>

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