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Portfolio Construction Report: Microsoft, Apple Inc., Amazon, and Walmart 1. Introduction

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Portfolio Construction: Microsoft, Apple Inc., Amazon, and Walmart Students are required to download the most recent 5 years’ daily stock price for the assigned stocks, use Excel (particularly the Solver function) to construct the opportunity set, the minimum variance frontier, the global minimum variance portfolio, the efficient frontier, and the optimal risky portfolio. Students are required to download the most recent 5 years’ daily risk-free return for the economy where the stocks are listed, and construct the optimal complete portfolio for a client whose maximum acceptable level of risk is a standard deviation of 30% for his/her portfolio return. Written report: Discuss the relevant information of the 4 stocks; discuss how you construct the required portfolios and frontiers. Your discussion should relate what you are doing in the project to what we have learned so far in the paper, particularly Chapters 5 and 6. Excel file: Store all the stock prices, risk-free rate, the composition of the required portfolios (the Excel functions used should be embedded in the Excel file), a graph showing all the required portfolios and frontiers. The Excel file should be professionally presented.

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Portfolio Construction Report: Microsoft, Apple Inc., Amazon, and Walmart

1. Introduction

This report outlines the construction of a portfolio comprising Microsoft, Apple Inc.,

Amazon, and Walmart. Using five years of daily stock prices, we applied principles from

modern portfolio theory to build various portfolios and frontiers, including the

opportunity set, minimum variance frontier (MVF), global minimum variance portfolio

(GMVP), efficient frontier, and the optimal risky portfolio (ORP). The aim was to

determine the best portfolio mix for a client whose maximum risk tolerance is a 30%

standard deviation in returns.

By integrating theory with practical application in Excel, particularly through Solver and

matrix operations, we assess each stock's contribution to portfolio diversification and

optimality. This report connects directly to core concepts from Chapters 5 and 6, such as

mean-variance optimization, risk-return trade-offs, and the capital allocation line (CAL).


2. Stock Overview

Microsoft (MSFT): Microsoft is a global technology leader known for consistent

profitability, strong growth, and substantial R&D investment. Over the past five years, its

stock has exhibited moderate volatility with solid upward momentum, often considered a

reliable component in tech-focused portfolios.

Apple Inc. (AAPL): Apple’s innovation-driven ecosystem and brand loyalty contribute to

robust earnings and stable growth. It’s been a top performer in the S&P 500, although

occasional product-cycle risks introduce short-term volatility.

Amazon (AMZN): Amazon is a high-growth tech-giant with wide exposure across e-

commerce and cloud computing. Its returns are highly variable due to reinvestment

, strategies and global expansion, offering both high return potential and high risk.

Walmart (WMT): As a defensive stock, Walmart offers stability, lower volatility, and

predictable cash flows. It performs well in bear markets and complements more volatile

growth stocks in a diversified portfolio.

These four stocks represent a blend of growth and value, aggressive and defensive

characteristics, enabling robust portfolio diversification.

3. Data and Methodology

Daily adjusted closing prices from July 1, 2018, to July 1, 2023, were used to calculate

log returns. Risk-free returns were based on the 3-month U.S. Treasury bill rates (proxy

for daily risk-free return). The data was cleaned for missing values and transformed into

daily returns.

Using Excel, we followed these steps:

- Covariance matrix: Calculated to understand the interdependence of stock returns.

- Expected returns and standard deviations: Computed for individual stocks and used in

portfolio return/variance calculations.

- Solver tool: Used for optimization—minimizing variance subject to portfolio weights

summing to 1 and achieving a target return.

This approach adheres to the Markowitz efficient frontier framework (Bodie, Kane, &

Marcus, 2019).


4. Opportunity Set and Minimum Variance Frontier

The opportunity set was created by simulating thousands of portfolios with varying

weight combinations of Microsoft, Apple, Amazon, and Walmart. Each portfolio’s

expected return and standard deviation were computed, forming a cloud of possible

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Uploaded on
July 27, 2025
Number of pages
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Written in
2024/2025
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