Questions d'entretiens - Derivatives analyst
500
Questions d'entretien pour Derivatives Analyst partagées par les candidatsPrincipales questions d'entretien
If A and B are playing tennis and the score is 30-30, what is the chance that A wins the game? Assume on any given point, A has a 0.7 chance of winning the point (and B 0.3)
4 réponses↳
The way I approached it was as follows: Starting from the initial state, one player has to win 2 points in a row to win. If that does not happen, we're back to the initial state. Therefore, P(A) = 0.49, P(B) = 0.09, P(repeating) = 1 - P(A) - P(B) = 0.42 I enjoy using the intuition that A is 49/9 more likely to win and then find the probabilities by dividing both by 0.42 (making 49 and 9 add up to 100 while preserving their proportions). Grats on the JS offer! Moins
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Shouldn't it be 0.7?
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84.5 % (sum of 0.49x(0.42)^n)
Given two die, what is the probability that the sum when rolled would add up to six?
4 réponses↳
5/36
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5/36 is right.... Combinations that add up to six: 1 and 5, 2 and 4, 3 and 3, 4 and 2, 5 and 1. So we have 5 successes. There are 36 individual outcomes because there are 6 sides on each die and 6*6 = 36 So we have 5/36. Moins
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1/6
3/?=?/48
4 réponses↳
12
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Actually, +/- 12
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Hey, could you please tell me more about the final round interview at their office? Moins
100 pennies in a jar. 1 penny has 'heads' on both sides. You pick a penny out of the jar and give it to your friend (without looking at the penny). Your friend flips the penny in the air and gets 7 heads in a row. Which penny do you have? Why?
3 réponses↳
Chance of 1 Heads = .5 Chance of 7 heads in a row = (.5)^7 to do this in your head think of fractions... (1/2)^7 = (1/2*1/2=1/4, * 1/2=1/8, * 1/2 = 1/16....if you do it seven times you get 1/128. so you have a better chance to pick out the penny with two heads (1/100) than to get 7 heads in a row (1/128) Moins
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99 times out of 100 you take the normal penny. prob that normal penny give 7 heads in a row is 1/128. so, prob that he has special penny is 1/100 / (1/100 + 0.99*1/128) = 56.2% Moins
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~56.4% that you have the 2-headed penny.
Q: What is 2.5% of 64000? Q: What is 3604-2487? (Something like that) Q: If I had 30 rupees and the price of 1 chocolate is Re. 1 and for every 3 wrappers of chocolate I get one more chocolate, how many chocolates would I have in total?
3 réponses↳
40 choclates in total.
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43 chocolates
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30 chocolates for Rs. 30 then, 30/3 =10 Chocolates for 30 wrappers. Now, 10/3=3 Chocolates for that 10 Chocolate's wrapper (1 Remainder) now 3 Chocolate's wrapper+1 remainder=4/3=1 Chocolate (1 Remainder). 1w+1w=2 so there you won't get any chocolate after this. So total chocolates 30+10+3+1=44 Chocolates. Moins
Can you tell me the formula for sample variance? Is this formula biased, and if so, prove it!
2 réponses↳
sigma = mean^2 of the sample - (mean of the sample)^2 Yes, it is biased, look up the proof on wikipedia. Moins
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S^2 is an unbiased estimator of sigma^2
If the current market is in contango and you are short are you losing money or making money?
2 réponses↳
You’re making a profit. Selling at a higher price than what you bought
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The simple answer is that if you are short on a contango curve then you are losing money, for the curve is sloped positively. Moins
Not related to market bc
2 réponses↳
I explain each and everything with examples
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How was the aptitude test? And what do they ask?
You're a casino introducing a new game. The games rules: Playing cards numbered 1 through 10 lay face down on a table, the customer picks a card and whatever number it is he/she wins that dollar value. Ex. I flip a 2 over, I win 2 dollars. Question: How much do we charge for the game? Why?
2 réponses↳
1+2+3+4+5+6+7+8+9+10=55 55/10 = 5.5 = Average Expected Winning Price it higher then that number to be profitable Moins
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Whatever will maximize the value from your customers.