this question is related to Inflation process with changes in costs.

Assume that there are there 2 main processes in producing inflated tires before shipping and the process goes through 2 rounds. If a unit fails the testing process it is sent for rework (Round 1). Tires that cannot be repaired are scrapped. After inflation, the tire is immediately inspected for pressure specification limits. Those that meet the specifications are dispatched to the shipping unit. From rework, repaired units are sent back to the inflation and inspection process (Round 2) and rest scrapped. Answer the following questions based on this information below. Assume the number of tires coming in is x and give your responses to a-c using x.

a) Draw the material flow balance diagram showing the flows in terms of stages and associated probabilities on the arrows. You can add shipping as an additional stage.

b) What is the FPY equation ? What is the SPY equation? What is the total yield of this procees?

c) What is the total cost per yield? (Please keep cost categories separate and show your work in terms of x)

pls answer asap, will upvote for all work shown!

Cost/tire $50 $20 Stage Yield A: Inflation Process 100 % B: 75% round 1 Inspection/Testing 95% in round 2 D: Rework/repair 95% round 1 E: Scrap 100% $5 $2 C: Shipping FPY and SPY $3 Assume: Use the path flows as suggested. Yields are as provided Cost/tire $50 $20 Stage Yield A: Inflation Process 100 % B: 75% round 1 Inspection/Testing 95% in round 2 D: Rework/repair 95% round 1 E: Scrap 100% $5 $2 C: Shipping FPY and SPY $3 Assume: Use the path flows as suggested. Yields are as provided