Levered Free Cash Flow Calculator

Levered free cash flow is cash left after the business has met operating cash demands, funded capital expenditures, and handled required debt principal repayments. This calculator uses a specific simplified bridge: EBITDA plus the net change in working capital, minus capital expenditures, minus mandatory debt repayments. It is built to answer a practical debt-service question: after the company has reinvested in assets and paid required principal, how much cash remains?

That framing is close to equity cash flow, but it is not identical to the FCFE calculation on this site. The FCFE calculator adds net borrowing and can start from net income or CFO. This levered free cash flow calculator does not add new borrowings; it subtracts mandatory debt repayments as a required cash claim. For a before-debt enterprise cash-flow view, compare the unlevered free cash flow calculator and the FCFF calculator.

What this form computes

The form starts with EBITDA, a pre-interest, pre-tax, pre-depreciation earnings measure. It then adds net working-capital change using the sign convention in the input help text: cash inflows are positive, and cash outflows are negative. Capital expenditures are entered as a positive spending amount and subtracted. Mandatory debt repayments are also entered as a positive outflow and subtracted.

The result panel includes cash flow before debt, which is EBITDA plus working-capital change minus capital expenditures. It then shows levered free cash flow after subtracting required principal repayment. The calculator also reports LFCF divided by EBITDA, called LFCF to EBITDA in the result list. If EBITDA is zero, that conversion rate cannot be meaningfully calculated.

Formula

The implemented formula is:

$\text{LFCF} = \text{EBITDA} + \text{net working-capital change} - \text{CapEx} - \text{mandatory debt repayments}$

Cash flow before debt is:

$\text{cash flow before debt} = \text{EBITDA} + \text{net working-capital change} - \text{CapEx}$

Conversion rate:

$\text{LFCF to EBITDA} = \frac{\text{LFCF}}{\text{EBITDA}}$

Worked example

The default inputs are EBITDA of $4,066,000,000, net working-capital change of negative $857,000,000, capital expenditures of $600,000,000, and mandatory debt repayments of $16,000,000.

First calculate cash flow before debt:

$\text{cash flow before debt} = \$4{,}066{,}000{,}000 - \$857{,}000{,}000 - \$600{,}000{,}000 = \$2{,}609{,}000{,}000$

Then subtract mandatory debt repayments:

$\text{LFCF} = \$2{,}609{,}000{,}000 - \$16{,}000{,}000 = \$2{,}593{,}000{,}000$

The conversion rate is:

$\text{LFCF to EBITDA} = \frac{\$2{,}593{,}000{,}000}{\$4{,}066{,}000{,}000} = 63.77\%$

Notice how the negative working-capital value reduces cash flow because it is added as a negative number. If working capital released $857,000,000 of cash instead, you would enter positive $857,000,000 and the result would be much higher. The sign convention is one of the most important details on this page.

How to use LFCF in analysis

LFCF is helpful for reviewing cash flexibility after required debt service. A lender may care about whether EBITDA converts to enough cash to support amortization. Equity investors may care about the cash left for dividends, buybacks, acquisitions, or optional debt reduction. A management team may use the figure to decide whether an expansion plan is affordable without drawing on a revolver.

This form should not be treated as a full discounted cash flow model by itself. It does not include a tax input, interest expense input, or new borrowing input. It is therefore best used as a focused bridge from EBITDA to cash after CapEx and required principal. For enterprise valuation, start with FCFF or unlevered free cash flow, then discount at WACC. For shareholder valuation using net borrowing, use FCFE.

Reading the result carefully

A high positive LFCF suggests the company had cash cushion after required reinvestment and debt repayments. It does not prove that all cash is distributable. The company may need cash for seasonal inventory, acquisitions, minimum cash balances, leases, pension contributions, or future maturities. A negative result does not always mean distress, either. Growth companies can show negative LFCF while building capacity, and working-capital timing can reverse in the next period.

Because the formula starts with EBITDA, it also inherits EBITDA’s limitations. EBITDA excludes taxes, interest, and noncash charges, and it can overstate cash generation when assets require heavy replacement spending. The CapEx input partly addresses that issue, but the quality of the result still depends on whether the CapEx number reflects maintenance needs, growth projects, or a mix of both.

Common pitfalls

• Entering CapEx or debt repayment as negative numbers. The calculator subtracts both fields, so input them as positive outflows.
• Copying working-capital change without checking whether the source statement uses positive numbers for uses of cash.
• Comparing this LFCF directly with FCFE even though FCFE adds net borrowing and this page subtracts mandatory repayment.
• Treating EBITDA as cash flow when taxes, cash interest, leases, and maintenance needs may be material.
• Ignoring maturity schedules. A small mandatory repayment today can become a larger refinancing need later.
• Using one quarter of working-capital release as evidence of permanent cash generation.

Sources

• NYU Stern, Aswath Damodaran, DCF inputs lecture — operating cash-flow inputs used in valuation.