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Current testing standards for COVID-19 screening have the following characteristics, broadly speaking: * The sensitivity of the test $P(+ mid Infected)$ is 0.70. * The

Current testing standards for COVID-19 screening have the following characteristics, broadly speaking:

* The sensitivity of the test $P(+ \mid Infected)$ is 0.70.

* The specificity of the test $P(- \mid \mbox{Not Infected})$ is 0.95.

* Assume about 3% of the testing population is infected with the virus.

Hint: see the probability lecture overheads - sensitivity, specificity and prevalence were defined there. See the HIV blood testing example and video presentation of the HIV blood testing problem.

### Problem 3:Part A

What is the probability a randomly drawn person's sample tests negative for the virus?

Show relevant R computations in the following codeblock, show what you are computing, show how you obtain your answer.

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