500+ quant interview questions for Jane Street, Citadel, Two Sigma, DE Shaw, and other top quantitative finance firms.
C++ and Python coding challenges for quant developer interviews
Statistical analysis and quantitative modeling problems
Trading MCQs, probability brainteasers, and market scenarios
Practice quant interview questions on MyntBit - the all-in-one quant learning platform. Free questions available for C++ coding, Python problems, probability brainteasers, and trading MCQs.
Difficulty: Easy
Category: Probability & Statistics
Practice quant interview questions from top firms including Jane Street, Citadel, Two Sigma, DE Shaw, and other leading quantitative finance companies.
Topics: probability, union-bound, boole's-inequality, risk-management
As a risk manager, you are evaluating a trading strategy that involves multiple independent events. Suppose you have $k = 10$ events, $A_1, A_2, ..., A_{10}$. Each event $A_i$ has a probability of occurring of $P(A_i) = 0.01$. Using Boole's inequality (also known as the union bound), what is the upper bound on the probability that at least one of these events occurs, i.e., what is the upper bound on $P(\bigcup_{i=1}^{10} A_i)$?
Practice this easy trader interview question on MyntBit - the all-in-one quant learning platform with 500+ quant interview questions for Jane Street, Citadel, Two Sigma, and other top quantitative finance firms.