find if it is a simple discrete, uniform, geometric, binomial, Poisson model 16.
ID: 3356909 • Letter: F
Question
find if it is a simple discrete, uniform, geometric, binomial, Poisson model
16. You have a six sided die, which is a fair die (not weighted in favor of any specific outcome). The sample space is U(1,2,3,4,5,6). The probability of rolling an odd value can be calculated based on the model 17. There are 5 stop lights that you encounter on the way to work. The probability of catching a single red light is 0.10, the probability of catching a two is red lights is 0.15, the probability of catching three red lights is 0.20, the probability of catching four red lights is 0.35, and the probability of catching five red lights is 0.20. Calculating the expected number of red lights encountered on your commute to work could be done using the model. 18. There is a 0.21 probability that a live adult human will answer a phone call from the "who to call" list. The probability that the eighth phone call is the first where you have an adult human answer "live" is a question best answered using the model 19. A waitress who has worked in Southpark South Restaurant forever has noted that with their limited dollar menu, there is a 0.2 probability that a customer will order only one item; a 4 probability that they will order two dollar food items; a 0.3 probability that they will order three dollar food items; and a 0.1 probability that they will order four dollar food items. To find the correct expected value and standard deviation of dollar items ordered per customer, one should use the model. 20. The probability of getting what you order, exactly as you ordered it, is not perfect at Southpark South Restaurant. A regular customer notes that the probability of getting exactly what you ordered is approximately 0.67. The regular customer was speculating that given five people eating together, what is the probability that exactly 3 would get exactly what they ordered. To answer this question with ease, one must use the model.Explanation / Answer
The required models will be:
16. It will be a uniform model since probability of rolling any number is equally likely.
17. Simple discrete model
18. Geometric Model
19. Simple discrete model
20. Binomial Model
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