Project Compound

Project Compound

Week 4: Investing in Timber, Thinking in Beta: A Look at Market Risk

Nov 30, 2025
∙ Paid

Information

You may notice a few changes in the structure and tone of this post. I’ve slightly adjusted the format and chosen a different topic for this week. I hope the new approach resonates with you. Feedback is always welcome!


Introduction

As part of building a diversified portfolio, I recently included a stock from the timber industry. Timber plays a long-term role in construction and materials, but like all sectors, it is exposed to broader market forces. Thinking more broadly about how sectors respond to market movements brought me back to the concept of beta. A tool often used to assess how strongly a stock’s price reacts to shifts in the wider market. In this post, I aim to explain what beta is, how it is calculated, and what insights it can provide about risk and volatility.


Beta of Stocks: What It Is and How to Calculate It

Introduction

Beta (β) is a common term in investing that measures how volatile a stock is relative to the overall market. In simple terms, beta tells us how much a stock’s price tends to move when the market moves. If you’ve ever heard someone describe a stock as “more risky” or “less risky” compared to the market, they are often talking about its beta value. The concept of beta is widely used as an indicator of a stock’s systematic risk (market-related risk). Higher beta means higher volatility (and potentially higher risk), while a lower beta means the stock is more stable relative to market swings.

Understanding beta is important because it helps investors gauge how adding a particular stock to their portfolio might change the portfolio’s risk profile. Beta is rooted in financial theory – it even gets its name from the Greek letter β, reflecting its use in formulas and models. In the context of portfolio management and models like the Capital Asset Pricing Model (CAPM), beta plays a

role in linking risk to expected return. In this article, we will break down the concept of beta, explain how it’s calculated (with a bit of math, made simple), discuss what beta tells us (and what it doesn’t tell us), and highlight some limitations or risks of relying on beta alone. By the end, you should have a solid understanding of what the beta of a stock means in practical terms.

Theory

What Does Beta Tell Us? Beta is essentially a measure of sensitivity. It compares a stock’s movements to those of a broad market index (like the S&P 500 in the US or the DAX in Germany). The market index is defined to have a beta of 1.0. A stock’s beta then indicates how much the stock tends to move relative to that market benchmark. Here’s how to interpret beta values in general:

  • Beta = 1.0: A beta of 1 means the stock moves in line with the market. If the overall market (benchmark) goes up by 5%, a stock with beta 1 would also be expected to go up around 5%. If the market falls 10%, this stock might drop about 10%. Such a stock has average market risk – it neither amplifies nor dampens the market’s movements.

  • Beta > 1.0: A beta higher than 1 indicates the stock is more volatile than the market. For example, a beta of 1.5 suggests the stock tends to rise 15% when the market rises 10%, and conversely would fall about 15% when the market falls 10%. These stocks amplify market movements – they can deliver higher gains in bull markets and bigger losses in downturns. High-growth tech stocks, for instance, often have betas above 1, reflecting their amplified sensitivity to market changes.

  • Beta < 1.0: A beta between 0 and 1 means the stock is less volatile than the market. If a stock’s beta is 0.5, and the market goes up 10%, you might expect this stock to go up only about 5%. In a market decline of 10%, the low-beta stock might drop only around 5%. These stocks tend to be more stable; they move with the market but with smaller swings. Companies in mature or defensive industries (such as utilities or consumer staples) often exhibit lower betas, as their stock prices don’t fluctuate as dramatically with economic cycles.

User's avatar

Continue reading this post for free, courtesy of Abbashan.

Or purchase a paid subscription.
© 2026 Abbashan Karasahin · Publisher Privacy ∙ Publisher Terms
Substack · Privacy ∙ Terms ∙ Collection notice
Start your SubstackGet the app
Substack is the home for great culture