Suppose SIMAN has the following random number generator. Zi=(3Zi1+1)mod10Ui=Zi/10 Consider the model given below, where the simulation run starts at time zero. ATTRIBUTES: CustomerType; EXPRESSIONS: ServiceTime (2), 3, EXPO (4,2); SEEDS: 1,4:2,8:3,9:10,7;10 is the default stream QUEUES: ServerQ; RESOURCES: Server, CAPACITY (1); CREATE, 1,2: UNIF (4,8,1); ASSIGN: CustomerType=DISC (0.55,1,1.0,2,3); BRANCH 1: WITH, 0.5, Que; Que QUEUE, ServerQ; SEIZE: Server, DELAY: ServiceTime (CustomerType); RELEASE: Server, DISPOSE; Probability density function for exponential distribution is f(x)={ex0ifx0elsewhere where is the mean rate of occurence. i. When do the first and the second customers arrive? a) 0.0,5.6 b) 2.0,7.2 c) 5.6,10.8 d) 0.0,5.2 e) 2.0,7.6 ii. What is the customer type of the first three customers? a) 1,2,1 b) 1,2,2 c) 2,1,1 d) 2,1,2 e) 2,2,1 iii. When do the first and the second arriving customers leave? a) 2.0,5.2 b) 4.0,7.2 c) 4.8,7.2 d) 4.8,10.2 e) 5.7,10.2