Jane Street Interview? SOLVE USING RECURRENCE! | Quant Interview Questions #16

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Question:
Toss a fair coin between two people. If it ends with HHT, A wins the game. If it ends with HTT, B wins the game. What's the probability of A winning the game?

Step-by-step walkthrough of a interview question reported to be asked by
Jane Street for a trading internship

This question is suitable as practice for Quant Trading, Quantitative Researcher, Quantitative Developer, Desk Quant and Data Scientist technical interviews

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Question Source:

#quant #interview #janestreet #statistics #probability #brainteasers #quantfinance #interviewquestions #series #geometricseries
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Copy my EXACT resume and cover letter, Kick start your quant applications with a 25%-DISCOUNT Summer Prep Sale using code DE29J7CY


myquantitative
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Awesome video mate! Love these even just as an interesting math puzzle. Also loved getting detailed advice from you about my quant journey and am sure it will be super helpful!

nonam
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You are just awesome bro. Keep them videos coming

quczkxu
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I would use a Markov chain with two absorbing states

hck
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Pal I've done my masters in systems engineering. I am currently working as a commercial analyst (3y). I am CQF certified still I am finding it difficult to find jobs as quants. I'm quite lost tbf. I follow you for quite sometime now and you have motivated to take me this route of quants. How do I break into this quant field ? (Conventional approach ain't working for me) . Thanks a ton for keeping us all motivated with your videos.

quczkxu
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Let probability be p. Wait until first H. If there's another H, A wins. If there's TT, B wins. Else TH and we're back to the first H state. Hence p = 1/2 + 1/4*0 + 1/4*p -> p = 2/3.

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