What probability distribution might you use to describe the number of COVID19 infections per hospital in Los Angeles? a. Poisson probability distribution b. Continuous probability distribution c. Standard normal distribution d. Binomial probability distribution Ten patients participated in a study to see if vitamin C can prevent colds. If each patient has a 45% chance of catching a cold, what probability distribution could be used to predict the number of patients with colds? a. Poisson probability distribution b. Continuous probability distribution c. Standard normal distribution d. Binomial probability distribution

What probability distribution might you use to describe the number of COVID19 infections per hospital in Los Angeles? a. Poisson probability distribution b. Continuous probability distribution c. Standard normal distribution d. Binomial probability distribution Ten patients participated in a study to see if vitamin C can prevent colds. If each patient has a 45% chance of catching a cold, what probability distribution could be used to predict the number of patients with colds? a. Poisson probability distribution b. Continuous probability distribution c. Standard normal distribution d. Binomial probability distribution

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Description: I'm a bit confused can I get some help What probability distribution might you use to describe the number of COVID19infections per hospital in Los Angeles?a. Poisson probability distributionb. Continuous probability distributionc. Standard normal dis

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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Question

I'm a bit confused can I get some help

What probability distribution might you use to describe the number of COVID19
infections per hospital in Los Angeles?
a. Poisson probability distribution
b. Continuous probability distribution
c. Standard normal distribution
d. Binomial probability distribution
Ten patients participated in a study to see if vitamin C can prevent colds. If each patient
has a 45% chance of catching a cold, what probability distribution could be used to
predict the number of patients with colds?
a. Poisson probability distribution
b. Continuous probability distribution
с.
Standard normal distribution
d. Binomial probability distribution

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