25) Two troubleshooters handle service calls for 10 machines. The average time
between service requirements is 18 days, and service time averages two days. Assume
exponential distributions. While running, each machine can produce 1,500 pieces per
day. Determine:
(A) the percentage of time troubleshooters are idle.
(B) each machine’s net productivity.
(C) If troubleshooters represent a cost of $150 per day, and machine downtime cost is
$600 per day, would another troubleshooter be justified? Explain.
26) Consider the following work breakdown structure:
What is the total cost of reducing the project to 18 weeks?
27) The Corner Newsstand has demand for a certain weekly magazine that can be
approximated by a Poisson distribution with a mean of 9.0. Magazines are purchased
for $1.50. If unsold copies can be returned for half credit and the owner stocks 10
copies, what is the implied range of shortage cost?