Problem 6.0) Assuming that you are the BOSS program, fill in the values in the table below. Determine the corresponding interarrival times depending on the following desired distributions:
For Uniform Distribution: ARRIVE{ TIME = CUNIFORM(12,14)};
For Normal Distribution: ARRIVE{ TIME = 0 MAX NORMAL(12,3)};
For Exponential Distribution: ARRIVE{ TIME = EXPD(0.125)};
I.e. a continuous uniform distribution between 12 and 14, a normal distribution with a mean of 12 and a sigma of 3, and an exponential distribution with a mean of 0.125.
You will note that I have generated several random numbers and the corresponding answers for you to check by. I have also generated some random numbers for you to use, and several answers have also been filled in the table. If a random number is already shown, please use it. If there is no random number listed, generate one of your own. If the “answer” is shown, tell me the random number that “gave” me that answer.
Random Number

Uniform Distribution Interarrival Time 
Random Number 
Normal Distribution Interarrival Time 
Random Number 
Exponential Distribution Interarrival Time 
0.254  12.508  0.409  11.310  0.013  0.001636 
0.633  13.266  0.937  16.590  0.337  0.05137 
0.500  0.500  0.500  
0.812  0.254  0.896  
0.211  0.607  0.254  
0.637  0.633  0.904  
12.5  16.0  0.2  
13.0  18.0  0.4  
13.5  19.0  1.0  
*  *  *  
*  *  *  
*  *  * 
* Generate your own random numbers for these cells.