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Please help solve part (d) and (e) for the following problem (I found parts (a),

ID: 1518018 • Letter: P

Question

Please help solve part (d) and (e) for the following problem (I found parts (a), (b), and (c)): "In the process of taking a gas from state a to state c along the curved path shown in (Fig. 15-29 BELOW), 88 J of heat leave the system and 57 J of work are done on the system. Here is a summary of what is given: Qac = -88 J , Ub - Ua = -10 J , Wac = -57 J , Pa = 3.5 ? Pd

(a) Determine the change in internal energy, Uc - Ua. ANSWER: -31J

(b) When the gas is taken along the path abc, the work done by the gas is W = -125 J. How much heat Q is added to the gas in the process abc? ANSWER: -156J

(c) If Ub- Ua= -10 J, what is Q for the process bc?   ANSWER: -10J

(d) If Pa = 3.5Pd, how much work is done by the gas in the process cda?

(e) What is Q for path cda?

Explanation / Answer

d) In the process cda the work done by the gas is
W = P dV
W = Pd x (Vd - Vc)
For the process da no work is done because it is a constant volume process dV =0
Pd = Pa / 3.5
W = (Pa / 3.5 ) x Vd - Vc
But Vd = Va and Vc = Vb
W = Pa x (Va - Vb) / 3.5
W = - Wabc / 3.5
Wabc is given as -125J
W = 125 / 3.5 = 35.71 J
e) Q for the path cda
Q = change in internal energy + work done
Q =( Ua - Uc ) + Wcda
Ua - Uc = - (Uc - Ua) = 31J (from part a of the question)
Wcda  = 35.71 J
Q = 31 J + 35.71 J = 66.71 J

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