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Suppose you want to gamble in Vegas. In a game, you win $x if the number is prime and lose $x/2 if composite. The number is uniformly randomly generated by a machine between 1 and 10 inclusive. Will you play this game? Follow up: What if you can play n number of times and then stop. Will you play it?
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Quantitative Researcher

Interviewed at Susquehanna International Group

3.8
Oct 2, 2019

Suppose you want to gamble in Vegas. In a game, you win $x if the number is prime and lose $x/2 if composite. The number is uniformly randomly generated by a machine between 1 and 10 inclusive. Will you play this game? Follow up: What if you can play n number of times and then stop. Will you play it?

roll a dice, win 2* the value of the face if it is an even number, or win 1*the value of the face if it is an odd number. what is the amount of money you need to charge to play the game. Then if you are given the opportunity to make a decision and play again, you will only be paid by the result of the last rolling. What is amount of money you need to charge to play the game
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Assistant Trader

Interviewed at Susquehanna International Group

3.8
Nov 18, 2015

roll a dice, win 2* the value of the face if it is an even number, or win 1*the value of the face if it is an odd number. what is the amount of money you need to charge to play the game. Then if you are given the opportunity to make a decision and play again, you will only be paid by the result of the last rolling. What is amount of money you need to charge to play the game

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