Problem D10: Consider an ideal gas that is confined to a container. The gas undergoes the cyclic quasi-static process shown in the graph below. The cycle consists of two isothermal processes (constant T) bounded by two isometric processes (constant V). The gas starts off with a pressure of P₀ and a volume of V₀. The gas is first heated up with a constant volume to a pressure n₂P₀. Then it expands isothermally to a volume e^n₁V₀. Next it cools down with a constant volume. Finally, it is compressed isothermally to its original state. If the net heat energy given to the gas is Q_net=n₃ P₀V₀, what is n₃? Note that n₁, n₂ and n₃ are unitless.

n1 =	n2 =	Input n3:

If you are currently in my class, you can record your grade by entering your name and student ID number (without the leading zeros) below and clicking on "record grade".

First Name =	Last Name =	ID =
Problem: