Let X and Y be independent Uniform(0,1) random variables. What is the probability that the product is greater than one-half?
Imagine we have a deck with 52 cards and play a game: I draw one card randomly, then you draw one from the remaining 51 cards. The higher card wins. If the two cards have the same rank, we return them, shuffle, and repeat the draw until a winner is determined. Who has the higher probability of winning?
Imagine that you want to draw points randomly inside a circle with radius one. If you pick a random point, what is the expected distance from that point to the centre?
What is the problem that we want to solve in linear regression? And how to solve it?
What are the assumptions do we need about your predictor and your target?
How can we know how good the regression is? Do you have some metrics?
In linear regression, when adding new features to a model, is the R-squared higher, lower, the same, or does it depend?
Can you define what a bond is, what an equity is, and what the main differences are?
How are dividends decided? Do we always receive them?
What is the beta of an asset?
Can you compute what is the beta of Apple from one-year Apple returns?
They started with a few questions about my resume, then mostly asked the questions above.
Discussion
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