Question: a. 5.(20 pts) To make a subassembly requires processing on a two station serial line, thus, parts are processed at station 1 and station 2

a. 5.(20 pts) To make a subassembly requires
a. 5.(20 pts) To make a subassembly requires processing on a two station serial line, thus, parts are processed at station 1 and station 2 in sequence. Assume that the time to complete the work at stations 1 and 2 is variable and follows the probability distribution given below. 3 minutes 4 minutes 5 minutes Station 1 0.30 0.50 0.20 Station 2 0.45 0.25 0.30 What is the probability that the total time to complete the task at both stations is less than 8 minutes? b. What is the average time to complete a subassembly? c. What is the probability that the time to complete a subassembly is greater than the average time to complete a subassembly? d. What is the probability that 8 of the next 10 subassemblies will complete in less than 8 minutes? e. Is it a good idea to set the standard time for this process to be 8 minutes? Why or why not

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