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BUSINESS Fundamentals of Quantitative Modelling Review Exam Q & A 2026 (Complete And Verified Study material) (18pages) LEARNEXAMS

EXAMS AND CERTIFICATIONS Aug 17, 2024
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1. What is the primary purpose of using Monte Carlo simulation in

quantitative modeling for financial markets?

 - A) To predict the exact future value of an asset

 - B) To understand the impact of risk and uncertainty on models

 - C) To calculate the historical average return of an asset

 - D) To determine the fixed income of an investment

 Answer: B) To understand the impact of risk and uncertainty on models

 Rationale: Monte Carlo simulations are used to model the probability of

different outcomes in a process that cannot easily be predicted due to the

intervention of random variables. It is a technique used to understand the

impact of risk and uncertainty on financial models and forecasts.

2. In the context of quantitative modeling, what does the 'Black-Scholes'

model primarily evaluate?

 - A) The credit risk of a potential borrower

 - B) The optimal portfolio allocation

 - C) The fair price of an option

 - D) The interest rate risk of bond investments

 Answer: C) The fair price of an option

 Rationale: The Black-Scholes model is a fundamental concept in

modern financial theory that is used to determine the fair price of an

option based on factors such as volatility, risk-free rate, and time to

expiration.

3. Which of the following best describes 'Value at Risk' (VaR) in

quantitative finance?

 - A) A measure of the total value of an investment portfolio

 - B) A predictive algorithm for stock performance

 - C) A metric that estimates the maximum potential loss over a given

time

 - D) An accounting method for corporate earnings

 Answer: C) A metric that estimates the maximum potential loss over a

given time

 Rationale: VaR is a statistical technique used to measure and quantify

the level of financial risk within a firm or investment portfolio over a

specific time frame. It estimates the maximum potential loss with a given

confidence interval.

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