A cylinder containing 10.8 moles of a monatomic ideal gas expands from circled A to circled B along the path shown in the figure below. A pressure-volume graph is plotted on a coordinate plane, where the horizontal axis is V (m3), and the vertical axis is P (kPa). The path consists of five line segments: a segment from point A (1.00,10.0) to (2.00,10.0) a segment from (2.00,10.0) to (3.00,40.0) a segment from (3.00,40.0) to (4.00,40.0) a segment from (4.00,40.0) to (5.00,10.0) a segment from (5.00,10.0) to point B (6.00,10.0) Arrows along the path are aligned such that their tails are closer to point A than are their tips.
(a) Find the temperature of the gas at point circled A and the temperature at point circled B. point circled A K point circled B K
(b) How much work is done by the gas during this expansion? J
(c) What is the change in internal energy of the gas? J
(d) Find the energy transferred to the gas by heat in this process. J
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