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statistics project problem consider one of modeling a problem. Say you have a devivation and in any given year there

GRAND CANYON Statistics Project Problem: Consider one way of modeling a problem. Say you have a device, and, in any given year, there is about a 1 in 6 chance that the device will fail. A question is, "On average, how long will it be before such a device fails?" This sort of problem is what will be modeled and analyzed here. The problem above can be modeled as follows: Roll a normal fair six-sided die. Rolling a 1 will count as "fail" anything else will count as "not-fail." The random variable we will use will be X = # of rolls required before a 1 is rolled = "time until failure" This is a random variable, so in each experiment (for each device) this will produce a value. For example, if we roll , then X = 5 (we count the final roll). Part 1 (Scientific Analysis): Roll a die, or simulate using Excel, python, or some other option, e.g., Random.org, 20 repetitions of obtaining a value for X, that is, roll until a 1 is rolled, record the result and repeat 20 times. For example, if the rolls are . then record 4 since 4