A begin “someone has Covid” and B being “someone tests positive.”  A girl you know emails you and explains that she has a sore throat (a common symptoms of Covid, but symptoms of other things as well). Use real world analysis and this formula to approximate the probability  of her having Covid. For this, you will need to find the best choices for A and B in the given formula, then make different estimates about real-world facts. Be sure to state any estimates you make, and give a citation of any sources.  As of 2/16/2022, 7.5% of the tests are reported positive.  40.5% of the asymptotic people really have COVID

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prosecutor’s fallacy-
A begin “someone has Covid” and B being “someone tests positive.” 

A girl you know emails you and explains that she has a sore throat
(a common symptoms of Covid, but symptoms of other things as well).
Use real world analysis and this formula to approximate the probability  of her having Covid.
For this, you will need to find the best choices for A and B in the given formula, then make
different estimates about real-world facts. Be sure to state any estimates you make,
and give a citation of any sources. 

As of 2/16/2022, 7.5% of the tests are reported positive. 
40.5% of the asymptotic people really have COVID

Р(А)Р(B|A)
P(B)
P(A|B) =
Transcribed Image Text:Р(А)Р(B|A) P(B) P(A|B) =
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Step 1

Given information:

Lets assume that:

A=Someone having CovidB=Having Sore thoatPA=5%Approximated from research=5100=0.05PSore throatCovid=20%Approximated from research=20100=0.20PSore throatNo Covid=4%Approximated from research=4100=0.04

 

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