All language subtitles for 06 - Challenge Model operational data using distributions

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Would you like to inspect the original subtitles? These are the user uploaded subtitles that are being translated: 1 00:00:00,001 --> 00:00:05,002 (upbeat music) 2 00:00:05,002 --> 00:00:06,001 - [Instructor] In this chapter, 3 00:00:06,001 --> 00:00:09,009 I showed you how to work with data distributions. 4 00:00:09,009 --> 00:00:11,001 And in this challenge, 5 00:00:11,001 --> 00:00:14,002 I would like to ask you to work with three distributions. 6 00:00:14,002 --> 00:00:16,007 The first is the normal distribution 7 00:00:16,007 --> 00:00:20,005 which has a mean and a standard deviation. 8 00:00:20,005 --> 00:00:23,001 And I would like you to perform the calculations 9 00:00:23,001 --> 00:00:24,009 that you see here on the right. 10 00:00:24,009 --> 00:00:28,004 I showed you how to use functions to find these values 11 00:00:28,004 --> 00:00:31,004 throughout this chapter. 12 00:00:31,004 --> 00:00:32,008 I would also like you to work 13 00:00:32,008 --> 00:00:35,005 with the exponential and Poisson distributions. 14 00:00:35,005 --> 00:00:38,009 So I will change to that worksheet, 15 00:00:38,009 --> 00:00:39,007 and you can see 16 00:00:39,007 --> 00:00:43,002 that I have a worksheet that tracks customers. 17 00:00:43,002 --> 00:00:46,004 So I have the interval between their arrivals, 18 00:00:46,004 --> 00:00:49,002 the arrival time, the service start, service time, 19 00:00:49,002 --> 00:00:51,000 the time the service is complete, 20 00:00:51,000 --> 00:00:54,007 and the wait time for the customer, if any. 21 00:00:54,007 --> 00:00:58,003 I won't go into the specifics of the lookup formulas, 22 00:00:58,003 --> 00:01:00,000 but after you play with the worksheet 23 00:01:00,000 --> 00:01:05,001 and create the formulas to design a lookup table 24 00:01:05,001 --> 00:01:08,003 for both the Poisson and exponential distributions, 25 00:01:08,003 --> 00:01:10,007 when you recalculate your worksheet, 26 00:01:10,007 --> 00:01:12,003 you will see 27 00:01:12,003 --> 00:01:15,002 that we have essentially a simulation 28 00:01:15,002 --> 00:01:19,005 of customer arrivals and wait time at the end. 29 00:01:19,005 --> 00:01:22,008 This type of analysis is very useful for a business 30 00:01:22,008 --> 00:01:24,006 if you have a single station. 31 00:01:24,006 --> 00:01:25,004 In other words, 32 00:01:25,004 --> 00:01:29,005 only one person or one group that can help customers. 33 00:01:29,005 --> 00:01:33,000 So even the simple worksheet can help you get a lot 34 00:01:33,000 --> 00:01:34,008 of information about your data. 35 00:01:34,008 --> 00:01:39,004 And again, your goal here is to fill in the Poisson 36 00:01:39,004 --> 00:01:42,008 and exponential probabilities to create a look up table 37 00:01:42,008 --> 00:01:44,006 like I showed you how to do earlier 38 00:01:44,006 --> 00:01:46,001 in the chapter. 39 00:01:46,001 --> 00:01:47,005 Have fun, and I'll be back 40 00:01:47,005 --> 00:01:50,000 in the next movie to show you my solution. 3077

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