Sum of odd numbers between 1 and 50, how many 4-digit numbers can you make with digits 1,2,3,4 (with or without repeating digits) and what is their average ?
Junior Quantitative Analyst Data Analyst Interview Questions
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90% confidence interval for length of roads in UK
4 coin flips, probability of at least 2 heads
If rolling two dice, probability of rolling a square number (1,4,9,..)
Probability question. We played a game.
How many tosses do you need to ensure 4 tails with a probability of 0.7?
Expected number of tries to get 3 consecutive heads in coin flips
We have two urns. You can't tell them apart from the outside, but one has seven $1 chips and three $10 chips, and the other has nine $1 chips and one $10 chip. You randomly draw a chip from one of the urns and it happens to be a $10 chip. Without replacing this draw, I offer you a chance to draw and keep a chip from either urn. Should you draw from the same urn or the opposite urn, and what is the expected value of the chip you draw? Why?
You have been chosen to play a game involving a 6-sided die. You get to roll the die once, see the result, and then may choose to either stop or roll again. Your payoff is the sum of your rolls, unless this sum is greater than 9, in which case you "bust" and get nothing. What is your strategy for this game? That is, for each possible outcome of the first roll will you choose stop or to roll again?
Exactly what you would expect from a trading company. Probability, Expected Value, Game Theory, etc. I can't really go into the details.
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