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Problem 11-35 (Algorithmic) Schips Department Store operates a fleet of 10 trucks. The trucks arrive at random times throughout the day at the store's truck dock to be loaded with new deliveries or to have incoming shipments from the regional warehouse unloaded. Each truck returns to the truck dock for service two times per 8-hour day. Thus, the arrival rate per truck is 0.25 trucks per hour. The service rate is 4 trucks per hour. Using the Poisson arrivals and exponential service times model with a finite calling population of 10 trucks, determine the following operating characteristics: a. The probability that no trucks are at the truck dock. Round your answer to four decimal places. Po = 0.4406 b. The average number of trucks waiting for loading/unloading. Round your answer to four decimal places. La = 0.4896 x c. The average number of trucks in the truck dock area. Round your answer to four decimal places. 2 1.049 X d. The average waiting time before loading/unloading begins. Round your answer to four decimal places. Wa = e. The average waiting time in the system. Round your answer to four decimal places. W = 0.4688 x f. What is the hourly cost of operation if the cost is $50 per hour for each truck and $30 per hour for the truck dock? Round your answer to the nearest cent