Assignment #1: reverse lightning Copies Case Problem 1. How was the info enforced in each component of the model? tally to the information that was given for JET Copies, I was able to presage ground on ergodic variables how much it would have woo JET Copies if the copy machine had broken down. The first social function that I needed to calculate was the daylights it would take to amend the copier. below you can see the range that was given in the lesson study for the come up of days the copier would take to vivify: 0 < ergodic treasure < 0.2, wherefore it takes 1 day 0.2 < random value < 0.65, then it takes 2 days 0.65 < random value < 0.90, then it takes 3 days 0.9 < random value < 1, then it takes 4 days nigh I looked at the interval of how many date it would partition in the center of 0 and 6 weeks with the probability increasing as time goes on (Taylor, B. W. 2011). I used the probability statistical distribution formu la below to generate that function: F(x) = x/18, for 0?x?6 where X= time between breakdowns When I substituted the information that was given in the text into this formula you sign: F(x) = x²/36 for 0?x?6 Or X= 6?r1 coterminous I needed to throw the amount of lost gross JET Copies would lose if the copier was down every six weeks and the copier took 0-4 days to fix.

victimisation the uniform distribution between 2000-8000 according to the excel selective information below for lost gross you can see the amount of revenue lost in a certain aloofness of days. In collection to compute the amount of lost revenue would be to use the R3 calculations times the repair time calculati ons (y). P(x)| cumulative| Repair fourt! h dimension| 0.2| 0| 1| 0.45| 0.2| 2| 0.25| 0.65| 3| 0.1| 0.9| 4| 1| 1| Â | Breakdown (year)| R1| clock time Between Breaking, (x)| Cumulative Time| R2| Repair Time (y)| R3| woolly-headed Revenue Cost ($)| 1| 0.1808| 1.70| 1.70| 0.3553 | 2| 6321| $ 12,642 | 2| 0.4281| 2.62| 4.32| 0.1553 | 1| 6338| $ 6,338...If you want to get a full essay, order it on our website:
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