Hello! Welcome back to our course on engineering economics.
In our last lesson, we learned how to account for compounding frequency by converting a nominal interest rate into an effective annual rate. This gave us a way to find the true, comparable interest rate for any given financial opportunity.
But that raises a crucial question: how do we know if a 10% effective rate, or a 15% effective rate, is actually good for our business? Just because a project is profitable doesn't mean it's worth pursuing. We need a benchmark, a hurdle that any potential investment must clear.
Today, we'll establish that benchmark. Our learning outcome is to define the Minimum Acceptable Rate of Return (MARR) and explain its role in project acceptance. The MARR is one of the most important concepts in engineering economics, acting as the fundamental yardstick against which you will measure every project you evaluate.
What is the Minimum Acceptable Rate of Return (MARR)?
At its core, the MARR is exactly what its name implies: the lowest rate of return a company is willing to accept for an investment. If a project is expected to earn less than the MARR, it's rejected. If it's expected to earn more, it's considered a candidate for funding. It's the "go/no-go" threshold for investment decisions.
From your background in software development, think of it like a set of minimum criteria for a feature to be considered "shippable." It might be functional, but if it doesn't meet performance, security, and usability baselines, it doesn't get deployed. Similarly, a project might be profitable, but if it doesn't meet the MARR, it doesn't get funded.
Let's look at the formal definition from the MIT course materials.
Engineering Economics: Session 3
This slide from an MIT lecture concisely defines MARR and lists the key factors that influence it.
Please read the slide titled 'Evaluating “Projects” or Alternatives' (page 20 of the PDF, labeled 'Slide 66'). Focus on the bullet points defining the Minimum Attractive Rate of Return (MARR).
As the reading highlights, the MARR isn't an arbitrary number. It's a carefully considered rate influenced by three main factors:
- Cost of using funds: Money isn't free. Whether a company borrows money from a bank (debt) or uses its own profits (equity), there is a cost. The MARR must, at a bare minimum, cover this cost.
- Return from other available options: This is the opportunity cost we discussed in the first module. If your company could safely invest its money in the market and earn 8%, it makes no sense to take on the risk of a new software project for an expected return of only 7%.
- Risk of the project: Not all projects are created equal. A project to upgrade an existing, stable system is far less risky than developing a new-to-the-world platform using experimental technology. The higher the risk, the higher the potential reward must be to justify the investment. This means a higher MARR is set for riskier ventures.
This relationship between risk and return is fundamental.

How is MARR Determined? The Cost of Capital
The "cost of using funds" is the bedrock of the MARR. For any company, this cost is a blend of how it finances its operations. Your experience scaling businesses gives you a practical perspective on this; funding growth requires capital, and that capital always has a price.
Companies typically raise capital in two ways:
- Debt Capital: Funds borrowed from outside parties, like bank loans or corporate bonds. The cost is the interest rate paid on the loan.
- Equity Capital: Funds from the company's owners. This can be money from selling stock or, very commonly, retained earnings—profits that are reinvested back into the business instead of being paid out to owners. The cost of equity is the return the owners expect for their investment and risk.
A company's overall cost of capital is the Weighted Average Cost of Capital (WACC), which is a proportional average of the cost of its debt and equity.
The WACC sets the absolute floor for the MARR. A project must, at the very least, earn a return equal to the cost of the money used to fund it.
Minimum Acceptable Rate of Return
To understand how a company sets its MARR, we need to look closer at its financing. This document explains the concept of 'Cost of Capital' and how it forms the foundation for MARR.
Please read the following sections from this presentation: Start at slide 11 ('Minimum Acceptable Rate of Return') and read through slide 15 ('Weighted Average Cost of Capital'). Skim slides 16-19 ('Definitions') to reinforce the distinction between debt and equity. Read slide 39 ('Minimum Acceptable Rate of Return') and the final 'Summary' on slide 45. Focus on the central idea that the WACC acts as a 'floor' for the MARR.
From the reading, we can establish a practical formula:
MARR = WACC + Risk Premium
A company starts with its WACC and then adds an additional percentage to account for the risk of a specific project or business area.
For example, your software company might have a WACC of 10%.
- For a low-risk project (e.g., a routine server infrastructure refresh), the MARR might be set at 12%.
- For a medium-risk project (e.g., developing a major new feature set for an existing product), the MARR could be 18%.
- For a high-risk project (e.g., launching a completely new SaaS platform in an unproven market), the MARR might be 25% or higher.
The Role of MARR in Project Acceptance
So, we have our hurdle rate. How do we use it to make a decision? The MARR serves as the key discount rate in our economic analysis methods. While we will learn the full mechanics in upcoming lessons, the decision rules are straightforward.
Engineering Economics: Session 3
The MIT notes we viewed earlier show two primary ways MARR is used to accept or reject a project. These are the core decision rules you will apply throughout this course.
Quickly review the slides on 'Present Worth Method' (page 22 of the PDF) and 'Internal Rate of Return (IRR)' (page 29). You don't need to understand the calculations yet, just focus on the decision rules: For Present Worth (PW): What does a positive PW imply about the project's return relative to MARR? For Internal Rate of Return (IRR): How does IRR relate to MARR for an acceptable project?
The two fundamental decision rules are:
-
Internal Rate of Return (IRR) Method: The IRR is the actual rate of return a project is expected to generate. The rule is simple:
- If IRR ≥ MARR, the project is economically acceptable.
- If IRR < MARR, the project is rejected.
-
Present Worth (PW) Method: This method calculates the value today of all future cash flows (inflows and outflows) by discounting them using the MARR.
- If PW > 0, the project is economically acceptable. A positive PW means the project is expected to earn more than the MARR.
- If PW < 0, the project is rejected.
Test your understanding!
Your company has established a MARR of 14% for all new product development. You are presented with three potential projects:
- Project Alpha: Developing a new CRM integration. Expected IRR is 18%.
- Project Beta: Building a data analytics dashboard. Expected IRR is 13.5%.
- Project Gamma: Refactoring a legacy codebase for efficiency. Expected IRR is 14%.
Based on the IRR decision rule, which of these projects are economically acceptable and should be considered for funding?
Show answer
- Project Alpha: Acceptable. Its IRR of 18% is greater than the 14% MARR.
- Project Beta: Not acceptable. Its IRR of 13.5% is less than the 14% MARR.
- Project Gamma: Acceptable. Its IRR of 14% is equal to the 14% MARR, so it meets the minimum requirement.
Therefore, Projects Alpha and Gamma are economically justified and can move forward in the evaluation process.
Conclusion
Today, you've learned about the critical benchmark that governs all investment decisions in engineering economics. The MARR provides a rational, consistent standard for evaluating whether a project is worth a company's time and money.
- Key Takeaways:
- The Minimum Acceptable Rate of Return (MARR) is the lowest return a company will accept for an investment. It's the hurdle rate.
- MARR is determined by the company's cost of capital (WACC) plus a premium for risk.
- A project is considered economically acceptable only if its expected return is greater than or equal to the MARR.
Preview of the Next Lesson
Now that we have our benchmark rate (MARR), we can begin to use it in calculations. In our next lesson, we will learn how to calculate the present value of a single future cash flow. This is the first building block of the Present Worth method and our first step in translating future revenues and costs into a value we can use to make decisions today.