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- Question one: Consider the relation chart for the a fast-food restaurant, . Assume that the areas required for each department are: Department Area Required (Square feet) 300 200 200 200 300 CB CF PS DD CS X U A (CB) (CF) (PS) (DD) (CS) Assume facility dimension of 6 (horizontal) by 8 (vertical) squares, where each square is 5 feet on a side. As a result, for example, the CB department requires 12 squares. Develop a layout for the fast food restaurant. EThe terms "position" and "job" mean the same thing Question 7 options: True FalseInternal Control for a Business Question: 1. What controls are used for POS (point-of-sale) machines when it comes to sales exceptions? (Cash and Debit/Credit Card) Explain Please.
- Question 3.1 Kim's Convenience store has a variable demand. On a given day, demand ranges from 270 to 330 customers a day who average purchasing 5 items each. The average daily demand is 300 customers. The convenience store currently operates 12 hours a day. Each order takes approximately 2 minutes. Required What is the average customer waiting time, in minutes? What is the cycle time for an order? What is the waiting time if the average daily demand remains at 300 customers?Problem 7-13 In an initial survey designed to estimate the percentage of time air-express cargo loaders are idle, an analyst found that loaders were idle in 5 of the 45 observations. a. What is the estimated percentage of idle time? (Round your answer to 2 decimal places. Omit the "%" sign in your response.) Estimated percentage of idle time % b. Based on the initial results, approximately how many observations would you require to estimate the actual percentage of idle time to within 4 percent with a confidence of 95 percent? (Round your z value to 2 decimal places. Do not round any other Intermediate calculations. Round UP your final answer to the next whole number.) Number of observationsPriority Average Arrival Rate (exponential interarrival times) High 3 per hour Low 5 per hour Number of servers: 5 Service rate: 2 per hour (exponential service times) What is the average time in line (in minutes) for a high priority item? Question 8 options: 2 5 24 35 54
- Question 8.1 The computer lab at State University has a help desk to assist students working on computer spreadsheet assignments. The students patiently form a single line in front of the desk to wait for help. Students are served based on a first-come, first-served priority rule. Students arrive at the help desk at the rate of 4 every 10 minutes. The average service time is 2 minutes. The Poisson distribution is appropriate for the arrival rate and service times are exponentially distributed.Q2. In Aegis life insurance company, the deposit and withdrawal functions associated with cer- tain investment product are separated by two clerks, Stack and Slack. Deposit slips arrive at Stack’s desk according to a Poisson process with a mean rate of 16 per hour. Withdrawal slips arrive at Slack’s desk according to a Poisson process with a mean rate of 14 per hour. The time required to process either transaction has an exponential distribution with a mean of 3 minutes. Based on this information, answer the following questions: (a) In the current situation, what model will you apply for analysis of queuing system at Stack’s desk and Slack’s desk? Answer this question by filling the following table. Model λ µ ρ Reaches steady state? Stack's Desk - - - - - Slack's Desk - - - - - (b) What is the expected waiting time of a deposit slip at Stack’s desk? What is the expected waiting time of a withdrawal slip at Slack’s desk? Suppose “the system” contains both Stack and…2
- Ee 264.QUESTION 5 How many ticket vending machines will be needed if the hourly passenger demand is expected to be 8,750 and it takes each passenger 8 seconds to retrieve a ticket? Tickets are mandatory for all passengers. Round up your answer to the nearest integer (i.e. ticket vending machine).Customers filter into a record shop at an average of 1 per minute (exponential interarrivals) where the service rate is 15 per hour (exponential service times).What is the average number of customers in the system with 8 servers? Question 3 options: 2 3 4 5 6