Probability that a group of people sitting in a round table happen to sit in ascending/descending order of age.
Trading Analyst Interview Questions
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What's the name of JPMorgan's CEO?
Probability of the product of two die is a square number. Probability of x number of coins tossed, even number of heads. Probability of 99 coins with no information, last coin is a fair coin and the same question as above.
You have 4 coins, and you get $1 for each heads. If you had the option to reflip all of the coins, what is the expected value of this game?
For an odd number of fair coin flips, whats P(even number of heads)? What about for an even number of flips? What about when some of the coins are unfair?
How many "1's" are are there between 0 and 1000000?
With one die, suppose in a round, you earn the amount of dollars equal to the value of the upwards face of the die. Now also suppose after your first roll, you are given the opportunity to cancel your first and roll again, taking that value as the final value. What should your strategy be?
This wasn't difficult, but it's the only specific question I can remember. You're playing basketball and you're down by 2. You know you can hit a 2-pointer to tie the game with 28% probability, and then go on to win the game in overtime with 50% probability. Alternatively, you know you can hit a 3-pointer and win with 15% probability. Which do you take?
Estimate the total number of cars in UK.
What are odds of getting EXACTLY two (2) heads if you flip a fair coin 10 times?
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