1. Painted 3x3 cube consist of small 27 cubes, select one small cube randomly and throw, when it lands you see only unpainted sides. What's the probability that this cube is completely unpainted. 2. 8 people sitting around the table, 3 selected randomly. Probability that at least two out of three were sitting next to each other.
There were 2 questions that I remember: one is about Bayes rule. The other is on relative velocity, which is a question on 10th grade physics.
A lot of Statistics, mostly probability and logic questions.
If you break a unit stick randomly in two places, what is the expected length of the smallest piece.
My hobbies during my spare time.
What do you know about SIG/ Do you like playing poker
Explain about your projects in detail
Consider you have a fair coin. Generate an event with a probability of 1/3
How would you (the firm's core strategy) react in the case of X event?
nothing difficult or suprising
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