Interview Questions - Questions asked in Banking or Hedge Funds

I have done a search and there a several answers to the interview questions. Yet, I propose that some of the more knowledgeable members answer these questions or those that have been through the interview process, or not. Perhaps one of the mods can make this a sticky and members can keep adding to it.

Here it goes:

What are the interview questions that were/are asked in the interview process for the following positions in Banking, Hedge Funds or Mutual Funds:

Investment Banking

Sales & Trading

Research Analyst

IT

Middle- or Back-Office

Capital Markets

 

All will ask "why do you want to do this job"....as far as technical, I once get asked random math questions periodically..."so, jimbo I see you are interested in this, and you have a good gpa, and what's 63X37"

"what's the law of cosines"

"define duration"

"what is LIBOR"

"what is an interest rate swap"

"what is a recent lbo"

 

2331 (a^2)=(b^2)+(c^2)-2bc(cos(A)) Weighted-average maturity of a bond's cf London InterBank Offering Rate Derivative contract to exchange fixed cf for floating cf HCA,Burger King,Hertz

did i get them right?

 

It's more about the types of things to be prepared for.

How about this, another basic one. What are the inputs to the Black scholes model, and which is the one which is not directly observable. What is the difference between a normal and a lognormal distribution? what is skew?

 
Jimbo:
It has implications for correlation.

Oh, you mean calculating the variance of the sum of two non-independent RVs? Cool - i've done nothing but hardcore stats and probability for 3 years and have never seen/thought of that.

 

You would want to enter an interest rate swap when you have a comparable advantage borrowing long-term fixed and want to borrow short-term floating. The comparable advantage is based on credit ratings - a high rated company will get a lower long-term fixed rate b/c they are less likely to be downgraded. If a low-rated company wants to borrow long-term, their fixed rate will be higher in case they are downgraded so that the lender will still be compensated for the risk. Therefore, a lower rated borrower will want to enter an interest rate swap when they are interested in borrowing long-term.

I'm guessing that the unobservable input for B-S is volatility, but isn't that what the VIXX is used for?

 

That swaps are all based on companies that finance themselves fixed and want to receive in swaps to go back to floating? Then who takes the other side (ie wants to pay fixed, rec floating)?

Not trying to be harsh, trying to simulate an interview.

 

Well if a customer calls a bank wanting to pay the float, then the bank would pay the fixed. The bank can hedge this by receiving fixed and paying float in a swap with another bank.

EDIT: this is just for interest rate swaps which is the only thing i have studied, we did not cover total return or equity swaps

as an aside, a great case study for swaps is Rice Financial Products and their "synthetic bond refinancings"...if you can dig up some information on the Durham, NC swap you can see exactly how a financial institution can take one virtually no risk entering into a swap plus collecting a premium up front

 

who are natural payers of fixed and who are natural receivers? does a bank only layoff risk with other banks? if no banks are available how would they do it.

flow rates can hedge themselves quite effectively in general, taking only credit risk and basis risk.

 

Skew just refers to the directional tendency of the distribution. a distribution is skewed if the larger portion of the sample size returns values tending towards one side of the bell curve. a sample is skewed to the right if it has a flatter and longer tail on the right hand side the larger portion is pushed to the left hand side. i think its useful in the accuracy of the mean due to distortion, but I'm not positive. i haven't taken statistics in a while but i remember skewness as being a major problem with means so it might be better in some instances to gauge the mean against the median to see how skewed the distribution is.

 

have only taken one derivatives class, not too familiar with skew or the distributions

i'll take a stab at normal vs. lognormal though, something about options pricing and the normal distribution continuing to negative infinity, or am i way off base?

however, if you have any recommendations on where to brush up on those topics it would be appreciated

 

Not quite, BS assumes that stock prices follow geometric brownian motion, implying that they are distributed lognormally and that continuously compounded returns follow the normal distribution.

For a good introduction, read Hull.

 

I think the intuition is the most important. You're in good shape for interviews. Skew refers to the fact that different strikes have different implied volatilities for the same underlying.

 

The questions and answers are far better than I thought would be posted on in here. Since most of the places I have interviewed are fit-oriented questions.

I do have a question myself for the above posters: are the higher level math questions indicative of derivatives and options jobs?


Hawtness is a state of being, not how you look like... I'm pretty, so pretty...

 

You NEED to know financial statements inside and out. Interviewers will ask you 'if i change the amount of debt on X company what will happen across all statements.' Also know exactly how you get FCF and why. I'm sure you've heard of walk me through a DCF Model and you have to know WHY you do each thing and what each step means. Goodluck!

 

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