Download PDF Past Paper On Investment Analysis II For Revision
Investment Analysis II moves beyond individual security selection to focus on the strategic construction and management of Asset Portfolios. This level explores the mathematical relationship between risk and return, the efficiency of capital markets, and the performance evaluation of professional fund managers. To excel in this exam, you must demonstrate a professional command of Modern Portfolio Theory (MPT) and be able to justify investment strategies under varying market conditions.
Below is the exam past paper download link
Download PDF Past Paper On Investment Analysis II For Revision
Above is the exam past paper download link
To help you optimize your portfolio of knowledge, we have synthesized the most frequent high-level questions found in recent Investment Analysis II past papers.

Investment Analysis II: Key Revision Q&A
Q1: What is the “Efficient Frontier” in Portfolio Theory?
A: Developed by Harry Markowitz, the Efficient Frontier represents the set of optimal portfolios that offer the highest expected return for a defined level of risk.
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Diversification: MPT shows that by combining assets that are not perfectly correlated, investors can reduce total risk (standard deviation) without sacrificing expected return.
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The Rule: Any portfolio lying below the frontier is “sub-optimal” because a higher return is available for the same risk level.
Q2: Explain the “Capital Asset Pricing Model” (CAPM) and Beta.
A: CAPM describes the relationship between systematic risk and expected return for assets, particularly stocks.
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Systematic Risk (Beta): The risk that cannot be diversified away (market-wide risk).
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Unsystematic Risk: Firm-specific risk that can be eliminated through a well-diversified portfolio.
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The Formula: $E(R_i) = R_f + \beta_i [E(R_m) – R_f]$
Note: In an efficient market, investors are only rewarded for taking on Systematic Risk.
Q3: What are the three forms of the “Efficient Market Hypothesis” (EMH)?
A: Developed by Eugene Fama, the EMH suggests that stock prices reflect all available information:
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Weak Form: Prices reflect all past trading information (Technical analysis is useless).
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Semi-Strong Form: Prices reflect all publicly available information (Fundamental analysis is useless).
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Strong Form: Prices reflect all information, including “insider” info (No one can beat the market).
Q4: Describe the key “Performance Attribution” Ratios.
A: Managers are evaluated on risk-adjusted returns using three main indices:
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Sharpe Ratio: Measures excess return per unit of total risk (Standard Deviation).
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Treynor Ratio: Measures excess return per unit of systematic risk (Beta).
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Jensen’s Alpha: Measures the actual return of a portfolio compared to the return predicted by the CAPM. A positive Alpha indicates “beating the market.”
Q5: Active vs. Passive Portfolio Management?
A: * Active Management: The attempt to outperform a benchmark (like the S&P 500) through market timing and individual stock picking.
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Passive Management: Aiming to match the performance of a benchmark, typically through Index Funds or ETFs, focusing on low costs and long-term holding.
Why Practice with Investment Analysis II Past Papers?
Investment exams are Analytical and Calculation-Intensive. You won’t just define “risk”; you will be given the correlation coefficient between two stocks and asked to “Calculate the Portfolio Standard Deviation” or “Determine if a stock is Overvalued or Undervalued based on its position relative to the Security Market Line.”
By practicing with our past papers, you will:
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Master Portfolio Math: Practice calculating weighted average returns and variances for multi-asset portfolios.
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Refine Derivative Strategies: Learn how to use Options and Futures to hedge portfolio risk.
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Understand Bond Immunization: Practice techniques to protect a bond portfolio against interest rate fluctuations.
Access the Full Revision Archive
Ready to maximize your returns? We have organized a comprehensive PDF library containing five years of Investment Analysis II past papers, complete with correlation matrices, CAPM worksheets, and model answers for portfolio performance case studies.
Last updated on: March 18, 2026