Tues Apr 02 Reading Questions
Please respond to these questions by Tues Apr 02 noon at the latest about Lecture 14 reading
1) Ch 1 of https://cdn1.sph.harvard.edu/wp-content/uploads/sites/1268/2019/02/hernanrobins_v1.10.38.pdf

We greatly appreciate short answers: phrases and incomplete sentences are okay! We are not expecting you to spend a long time on this; the goal is to check that you've read the articles and to raise discussion points that we will go over in class. If you submit multiple times, we will grade the most recent response before the deadline.

MIT email (e.g. iychen@mit.edu) *
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Examine Table 1.1. Assume our universe only includes gods whose names begin with "H". This leaves us with 6 gods. What is P(Y^(a=0) = 1 | "H" gods)? What is P(Y^(a=1) = 1 | "H" gods)?
Your answer
Examine Table 1.2. Assume our universe only includes gods whose names begin with "H". This leaves us with 6 gods. What is P(Y=1 | A=0, "H" gods)? What is P(Y=1 | A=1, "H" gods)?
Your answer
Explain "confounding" in 15 words or less. Does not have to be a complete sentence.
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