Base Rate Fallacy Illustration and Simpson's Paradox Base Rate Fallacy: Israeli data: How can efficacy vs. severe disease be strong when 60% of hospitalized are vaccinated? This was asked in Aug. 2021 when Israel shared the data on the number of vaccinated who were hospitalized. The "60% of hospitalized are vaccinated" implies that vaccination is not working. However, this is a case not only of Base Rate Fallacy but also Simpson's Paradox. (Video on these topics are linked. Please watch if you have not yet.) This assignment is going to take you through the data and calculations to understand how these two statistical phenomena can occur. Table A Age All Ages Population Size Not Vax Fully Vax Severe Cases Not Vax 214 Fully Vax 301 1. Find the proportion of Fully Vax in the hospital with severe cases. Is this close to 60% like the headlines in the news claims?
Base Rate Fallacy Illustration and Simpson's Paradox Base Rate Fallacy: Israeli data: How can efficacy vs. severe disease be strong when 60% of hospitalized are vaccinated? This was asked in Aug. 2021 when Israel shared the data on the number of vaccinated who were hospitalized. The "60% of hospitalized are vaccinated" implies that vaccination is not working. However, this is a case not only of Base Rate Fallacy but also Simpson's Paradox. (Video on these topics are linked. Please watch if you have not yet.) This assignment is going to take you through the data and calculations to understand how these two statistical phenomena can occur. Table A Age All Ages Population Size Not Vax Fully Vax Severe Cases Not Vax 214 Fully Vax 301 1. Find the proportion of Fully Vax in the hospital with severe cases. Is this close to 60% like the headlines in the news claims?
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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