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Lesson 23

Revolving Credit & Debt Schedules: Amortization & Interest

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Hello! Welcome back to our FP&A course.

In our last lesson, we built a dynamic headcount schedule. You learned how to create a detailed supporting schedule that forecasts a company's largest operating expense by modeling individual employee costs, including salary raises and benefits, and then aggregating that data for the main financial statements. This exercise in building a structured, bottom-up schedule is excellent preparation for today's topic.

This lesson tackles a core component of the financial model: debt. We will move from the operating section to the financing section of our model. Our goal is to model revolving credit facilities and long-term debt schedules with principal amortization and interest calculations. This is a critical skill for understanding a company's capital structure, liquidity, and overall financial health.

By the end of this lesson, you will be able to:

  • Structure a debt schedule that tracks both long-term debt and revolving credit facilities.
  • Calculate the cash flow available for debt service, which drives all repayments.
  • Model the mechanics of a revolver, including drawdowns and repayments.
  • Incorporate mandatory principal amortization and optional repayments for long-term debt.
  • Calculate interest expense and understand the circular reference it creates.

Let's dive in.

1. Introduction to Debt Schedules

A debt schedule is a table within a financial model that tracks a company's debt obligations over time. Its primary purpose is to forecast the ending debt balance, principal repayments, and interest expense for each period.

To get a clear overview of the different types of debt schedules and their purpose, we'll start with a foundational video.

The Debt Schedule in 3-Statement Models, LBO Models, and Credit Models

The video 'The Debt Schedule in 3-Statement Models, LBO Models, and Credit Models' from Mergers & Inquisitions is a fantastic resource that covers the theory and practice of building these schedules. We will come back to this video several times throughout the lesson. For now, let's get an introduction.

Please watch from the timestamp 00:55 to 02:45. Focus on the fundamental rule that drives debt schedules (related to minimum cash) and the simplified approach recommended for standard 3-statement models.

As the video explained, the core logic is driven by a company's cash position relative to a minimum cash balance it needs to operate.

  • Cash Surplus: Excess cash can be used to repay debt.
  • Cash Deficit: The company must borrow money to cover the shortfall.

For our three-statement model, we will model two primary types of debt:

  1. Long-Term Debt: This represents debt with a maturity of more than one year, often with a scheduled repayment of the principal over time. This scheduled repayment is called principal amortization.
  2. Revolving Credit Facility (or "Revolver"): This is like a corporate credit card. It's a flexible credit line that a company can draw on to cover short-term cash shortfalls and repay as soon as it has surplus cash. It's the first line of defense against a liquidity crunch.

The structure of a debt schedule for long-term debt is a "roll-forward" calculation, very similar to the PPE schedule we built earlier.

Debt & Interest Schedules in an LBO Model
This image shows a standard debt schedule structure. For each debt tranche, it calculates the closing balance by taking the opening balance and subtracting both required (mandatory) and discretionary (optional) repayments.

This roll-forward logic is key:


2. The Engine: Cash Flow for Debt Repayment

Before we can model any repayments or borrowings, we must first calculate the amount of cash the company generates to service its debt. This is the central driver of the entire debt schedule. We'll call this the Cash Flow Surplus / (Deficit).

The formula is conceptually simple:

Let's refine this. "Cash Generated" is essentially the company's free cash flow before any financing activities. "Minimum Cash Required" is a policy decision—a safety buffer the company wants to maintain.

The detailed calculation looks like this:

  1. Start with Cash at the Beginning of the Period.
  2. Add all cash inflows and outflows from operations and investing. (This is often simplified to Cash Flow from Operations - CapEx).
  3. Subtract any Mandatory Debt Repayments. We must make these payments, so the cash is not available for anything else.
  4. Subtract the Minimum Cash Balance the company must hold for operational needs.

The result tells us if we have a surplus to repay debt or a deficit that requires borrowing.

This is a critical calculation. Let's see it in action.

The Debt Schedule in 3-Statement Models, LBO Models, and Credit Models

Let's return to the Mergers & Inquisitions video. The walkthrough of the LBO model provides a very clear, step-by-step calculation of the 'Cash Flow Available for Debt Repayment'.

Please watch from 10:45 to 12:45. Pay close attention to the four components being linked to calculate the 'Cash flow available for debt repayment'. Note how it's similar to the logic we just discussed.

The accompanying article, "Debt Schedule: Video Tutorial and Excel Example" from Breaking Into Wall Street (LINK), provides a static image of this calculation under Step 2 of the LBO section, which can be a helpful reference.


3. Modeling the Revolving Credit Facility

The revolver is the first tool used to manage the cash surplus or deficit. Its logic is straightforward:

  • If we have a cash deficit, we draw down on the revolver to bring our cash balance back up to the minimum.
  • If we have a cash surplus, we first use it to repay any outstanding balance on the revolver before using it for anything else.
Excel Revolver Calculation Snippet
This screenshot shows the connection between the 'Cash flow surplus/(deficit)' line and the revolver calculations. A deficit triggers a revolver drawdown, while a surplus can be used for repayment.

A common and efficient way to model this in Excel is by using the MIN and MAX functions.

Min and Max Functions for Modelling Revolving Credits

The video 'Min and Max Functions for Modelling Revolving Credits' from Hands-On-Data gives a brilliant, concise tutorial on this exact technique.

Please watch from 05:15 to 11:15. This section covers: Using the MIN function to calculate the required borrowing (drawdown). Using the MAX function to calculate cash available for paydowns. Using MIN again to ensure you don't repay more than you owe.

Key Logic using MIN/MAX:

  • Revolver Drawdown (Addition): =MAX(0, -Cash_Surplus_Deficit)
    • This formula returns the deficit amount as a positive number (a drawdown) and 0 if there's a surplus.
  • Revolver Repayment (Paydown): =-MIN(Beginning_Revolver_Balance, Cash_Surplus_Deficit)
    • This formula calculates the repayment amount, ensuring it's never more than the outstanding revolver balance or the available cash surplus. It's negative because it's a cash outflow.
Test your understanding!

A company has a Cash Flow Surplus/(Deficit) of -$50 million. Its beginning revolver balance is $20 million. What is the revolver drawdown for the period?

Show answer

The company has a $50 million deficit. It will draw down on its revolver to cover this. The drawdown is $50 million. The ending revolver balance will be the beginning balance ($20M) plus the new drawdown ($50M), for a total of $70 million.


4. Modeling Long-Term Debt Repayments

After accounting for any revolver activity, we can address the long-term debt. Repayments fall into two categories:

  1. Mandatory Amortization: This is the scheduled principal repayment specified in the loan agreement. It's a non-negotiable payment. You can read more about it in the Wall Street Prep article "Debt Schedule" (LINK) in "Step 3. Mandatory Loan Repayment Percentage Assumptions".
  2. Optional Repayments (Cash Sweep): If there is still a cash surplus after making mandatory payments and handling the revolver, the company may choose to repay long-term debt ahead of schedule. A "cash sweep" is a common feature where a certain percentage (e.g., 50%) of this excess cash is automatically used to pay down debt.

The Debt Schedule in 3-Statement Models, LBO Models, and Credit Models

Let's go back one last time to the Mergers & Inquisitions video to see how an optional cash sweep is modeled.

Watch from 14:00 to 15:02. This section explains the concept of a 'cash flow sweep' and shows how it's calculated as a percentage of the excess cash flow after all mandatory items are handled.

The order of operations is critical and is often called a "cash flow waterfall":

  1. Calculate Cash Flow Surplus / (Deficit).
  2. Draw on / repay the revolver.
  3. Pay mandatory amortization on long-term debt.
  4. Use any remaining cash for optional repayments (cash sweep).

5. Calculating Interest Expense and the Circularity Problem

The final piece is calculating interest expense for the income statement.

The formula is: Interest Rate × Debt Balance. However, since the debt balance changes during the period, we should use the average debt balance.

This applies to each tranche of debt, including the revolver.

This calculation introduces a famous problem in financial modeling: a circular reference.

Think it through:

  1. Interest Expense depends on the Average Debt Balance.
  2. The Ending Debt Balance (which is part of the average) depends on repayments.
  3. Repayments depend on the Cash Flow Surplus.
  4. Cash Flow Surplus depends on Net Income.
  5. Net Income depends on Interest Expense!

We have a loop: Interest Expense → Ending Debt → Net Income → Interest Expense.

Excel will flash a warning about this. For today, you just need to recognize this problem exists. In a professional setting, there are several ways to solve it, such as enabling iterative calculations in Excel or using a "toggle switch" (often called a circuit breaker). We will dedicate a future lesson (4.8 Resolve circular references...) to resolving this properly. For now, a common simplification is to calculate interest based on the beginning-of-period debt balance to avoid the circularity.


Conclusion

Excellent work. We've constructed the logic for one of the most intricate and important supporting schedules in a financial model. You've learned how a company's cash flow dictates its ability to manage its debt, and how to model the mechanics of both flexible revolvers and structured long-term debt.

Key Takeaways:

  • A debt schedule is a roll-forward that tracks debt balances, repayments, and interest.
  • The schedule is driven by the Cash Flow Surplus / (Deficit), which determines if the company needs to borrow or can repay debt.
  • The revolver acts as a short-term liquidity plug, managed first in the "cash flow waterfall."
  • Long-term debt is paid down via mandatory amortization and optional repayments (cash sweeps).
  • Calculating interest on average balances creates a circular reference, a classic modeling challenge that we will solve in a later lesson.

In our next lesson, we will begin the final assembly of our model. We will take the outputs from our supporting schedules (Working Capital, CapEx, Headcount, and now Debt) and link the income statement and balance sheet via retained earnings and other equity accounts. This is where everything starts to come together.