There is a game where you have three coins, and your opponent has three coins. You both flip your coins at the same time. If the number of heads you have matches the number of heads he has, then you win $2. Otherwise you lose $1. Do you want to play this game?
If you are playing tennis and are at deuce with your rival, how would you choose to proceed? There are two options: keep playing deuce rule until you or your rival wins. Or you play 3 mini points rule, who win 2 points wins the game. Assume you winning rate is 0.7 i.i.d at each point, which rule would you pick?
What is SAE? How will you manage it? What is the composition of Ethics Committee?
What can we deal with OLS when high dimension, high correlation and some other flaws in data ?
If you can only ask one survey question, what question would you ask to evaluate how people feel about xx product's entire experience?
Given three bowls, one with two blue balls, one with two red balls, and one with a red ball and a blue ball, what is the probability of pulling a blue ball from the same bowl given that you have already pulled one blue ball from that bowl?
If you have two coins, one is a fair coin and other is with two heads. If you get a coin and flip it, then if you know that is head, what is the probability that this coin is the fair one.
Q. technical questions related to evaluation methods Q. behavioral question related to conflict in a group
What u will give to the organisation
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