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What is the probability that in every two hours the nurses cannot accommodate the arriving patients?

What is the probability that in every two hours the nurses cannot accommodate the arriving patients?

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Covid-19 ward nurses worry about the number of arriving patients in their ward. In a typical hospital, the nurses cannot accept arriving patients if there are more than 10 Covid-19 cases in a given hour. It is assumed that patient's arrival follows a Poisson process, and historical data suggest that, on the average, 5 cases arrive per hour. What is the probability that in every two hours the nurses cannot accommodate the arriving patients? a. NONE O b.0.0137 O. 0.4170 d. 0.5830
Transcribed Image Text:Covid-19 ward nurses worry about the number of arriving patients in their ward. In a typical hospital, the nurses cannot accept arriving patients if there are more than 10 Covid-19 cases in a given hour. It is assumed that patient's arrival follows a Poisson process, and historical data suggest that, on the average, 5 cases arrive per hour. What is the probability that in every two hours the nurses cannot accommodate the arriving patients? a. NONE O b.0.0137 O. 0.4170 d. 0.5830
A state runs a lottery in which five numbers are randomly selected from 30 without replacement. A player chooses five numbers before the state's sample is selected. What is the probability that the five numbers chosen by a player match all five numbers in the state's sample? Let X denote the count of the numbers in the state's sample that match those in the player's sample. Then, X has a hypergeometric distribution. (Show solutions) O a. 2.61 x 10-7 b. 0.3728 O C. 7.0172 x 10-6 O d. NONE
Transcribed Image Text:A state runs a lottery in which five numbers are randomly selected from 30 without replacement. A player chooses five numbers before the state's sample is selected. What is the probability that the five numbers chosen by a player match all five numbers in the state's sample? Let X denote the count of the numbers in the state's sample that match those in the player's sample. Then, X has a hypergeometric distribution. (Show solutions) O a. 2.61 x 10-7 b. 0.3728 O C. 7.0172 x 10-6 O d. NONE
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