Financial Modeling & Valuation

Chapter 4
Integrated Three-Statement Financial Modeling

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Integrated Three-Statement Financial Modeling

Introduction and Context

An integrated three-statement model links the income statement, balance sheet, and statement of cash flows into one internally consistent analytical system. The model is used to understand how operating performance affects assets, liabilities, equity, liquidity, financing requirements, and valuation. Unlike a collection of independent schedules, an integrated model forces every accounting consequence of an assumption to be reflected elsewhere in the statements.

For example, higher sales may increase revenue and profit, but may also increase receivables and inventory. Those working-capital investments reduce operating cash flow. If cash becomes insufficient, the firm may draw debt, issue equity, reduce dividends, or defer capital expenditure. Interest on additional debt affects profit and taxes, while repayment affects cash and liabilities. The purpose of integration is to capture these feedback relationships transparently.

A financial model is not merely a spreadsheet. It is a structured representation of business economics, accounting rules, management decisions, and financing policy. Its usefulness depends on logical consistency, documented assumptions, traceable formulas, and appropriate controls.

Learning Objectives

By the end of this chapter, the learner should be able to:

  1. Explain the relationship among the three primary financial statements.
  2. Build historical and forecast income statements, balance sheets, and cash-flow statements.
  3. Model revenue, operating expenses, working capital, fixed assets, depreciation, debt, interest, taxes, dividends, and retained earnings.
  4. Construct cash-balancing mechanisms and distinguish a cash sweep from a revolver or minimum-cash plug.
  5. Diagnose common integration errors and evaluate model quality.
  6. Apply an integrated model to financing and liquidity decisions.

1. The Architecture of an Integrated Model

The income statement measures performance over a period. The balance sheet reports financial position at a point in time. The cash-flow statement explains the change in cash between two balance-sheet dates.

The central balance-sheet identity is:

Assets = Liabilities + Equity

This is an accounting identity, not a forecasting assumption. If a forecast balance sheet does not balance, the model contains an error, an omitted transaction, or an incorrectly designed balancing mechanism.

The three statements are linked as follows:

  • Net income from the income statement enters retained earnings and is the starting point for operating cash flow.
  • Depreciation reduces accounting profit but does not directly reduce cash; it is therefore added back in the indirect cash-flow statement.
  • Capital expenditure increases property, plant and equipment and reduces cash.
  • Borrowing increases debt and cash; repayment reduces debt and cash.
  • Dividends reduce cash and retained earnings.
  • Working-capital balances affect both the balance sheet and operating cash flow.
  • Ending cash in the cash-flow statement becomes cash on the balance sheet.

A useful model architecture separates the workbook into distinct layers:

LayerPurposeTypical contents
AssumptionsCentralize inputsGrowth, margins, tax rate, payment days, capex policy
Historical statementsEstablish reliable base dataReported financial statements and ratios
Operating schedulesForecast economic driversRevenue, costs, working capital, fixed assets
Financing schedulesForecast fundingDebt, interest, dividends, equity
StatementsPresent integrated resultsIncome statement, balance sheet, cash flow
Checks and outputsValidate and interpretBalance checks, liquidity, leverage, valuation outputs

The usual calculation sequence is assumptions → operating schedules → preliminary income statement → working-capital and fixed-asset schedules → debt and interest → final statements → checks. Circular references may arise when interest depends on debt, debt depends on cash flow, and cash flow depends on interest. Such circularity should be avoided where possible or controlled explicitly.

2. Historical Analysis and Model Conventions

Historical data should be imported from audited or otherwise authoritative financial statements. The analyst should distinguish reported values from analytical reclassifications. For example, an analyst may classify certain leases as debt or separate recurring from non-recurring expenses, but the change must be documented.

Before forecasting, establish consistent conventions:

  • Use one currency and state whether figures are in units, thousands, or millions.
  • Use a consistent sign convention. A common convention shows expenses as positive amounts in schedules but subtracts them in the income statement; another shows expenses as negative amounts. Either can work if applied consistently.
  • Define whether a period is a fiscal year, quarter, or month.
  • Keep historical actuals separate from forecast periods.
  • Use formulas for derived values rather than manually entering them.
  • Avoid hard-coded numbers inside formulas.
  • Label estimates, management assumptions, and externally sourced data.

Useful historical ratios include revenue growth, gross margin, operating margin, tax rate, days sales outstanding, inventory days, days payable outstanding, capital expenditure as a percentage of revenue, depreciation as a percentage of opening fixed assets, debt-to-EBITDA, and dividend payout.

A historical ratio is not automatically an appropriate forecast assumption. Ratios should be assessed in light of strategy, industry conditions, capacity, inflation, seasonality, accounting policy, and anticipated changes in financing.

3. Forecasting the Income Statement

The income statement generally begins with revenue and proceeds through operating costs, operating profit, financing costs, taxes, and net income.

A simple revenue forecast is:

Revenuet = Revenuet−1 × (1 + gt)

where Revenuet is revenue in period t and gt is the assumed growth rate for that period. The formula applies when growth is modeled as a percentage of the prior period. For businesses with multiple products or regions, a better approach is:

Revenuet = ∑i=1n Volumei,t × Pricei,t

where i identifies a product or segment. This driver-based approach allows volume, price, mix, and capacity assumptions to be modeled separately.

Cost of goods sold may be forecast as a percentage of revenue:

COGSt = Revenuet × ct

where ct is the COGS margin. Gross profit is:

Gross Profitt = Revenuet − COGSt

Operating expenses may be modeled as a percentage of revenue, by employee count, by store, or as fixed and variable components. EBITDA is commonly defined as earnings before interest, tax, depreciation, and amortization:

EBITDAt = EBITt + Depreciationt + Amortizationt

EBIT is operating profit after depreciation and amortization. Interest expense is determined by the debt schedule, and taxes are based on taxable income rather than necessarily on EBITDA or cash flow.

A simplified income statement is:

Line itemForecast relationship
RevenuePrior revenue × (1 + growth) or operational drivers
COGSRevenue × COGS margin
Gross profitRevenue − COGS
Operating expensesDriver-based or revenue-based
EBITDAGross profit − operating expenses before D&A
D&AFixed-asset and intangible schedules
EBITEBITDA − D&A
Interest expenseDebt schedule
Earnings before taxEBIT − interest expense
Tax expenseTaxable income × tax rate, subject to tax rules
Net incomeEarnings before tax − tax expense

Tax modeling requires care. A simple model uses:

Tax Expenset = max(0, EBTt × τt)

where EBTt is earnings before tax and τt is the tax rate. This formulation assumes no tax losses, tax credits, limitations, or jurisdictional differences. A more realistic model includes loss carryforwards and separates book tax expense from cash taxes paid.

4. Modeling Working Capital

Working capital connects operating activity to liquidity. The main operating balances are accounts receivable, inventory, and accounts payable. Other current assets and liabilities may also be material, including prepaid expenses, accrued wages, deferred revenue, and tax liabilities.

Accounts receivable can be forecast using days sales outstanding (DSO):

Accounts Receivablet = Revenuet × DSOt ÷ Dayst

Inventory can be forecast using inventory days based on COGS:

Inventoryt = COGSt × Inventory Dayst ÷ Dayst

Accounts payable can be forecast using payable days based on COGS or purchases:

Accounts Payablet = COGSt × DPOt ÷ Dayst

where Dayst is the number of days in the period. The denominator should match the period convention. For annual models, 365 days is common, but a 360-day convention may be used if consistently applied.

The change in net operating working capital is:

∆NOWCt = NOWCt − NOWCt−1

where:

NOWCt = Operating Current Assetst − Operating Current Liabilitiest

An increase in NOWC is generally a use of cash; a decrease is generally a source of cash. Therefore, under the indirect method, the cash-flow adjustment is:

Cash Flow Effect of ∆NOWCt = −∆NOWCt

This treatment excludes cash, debt, and usually interest-bearing investments from operating working capital. The analyst must define the classification consistently.

A common error is to forecast working-capital balances as percentages of revenue without considering the appropriate operational base. Receivables are normally linked to revenue, inventory to COGS or purchases, and payables to purchases or COGS. Businesses with substantial seasonality may require monthly or quarterly modeling rather than annual averages.

5. Fixed Assets and Depreciation

Property, plant, and equipment are modeled through a roll-forward:

Ending PP&Et = Beginning PP&Et + Capext − Depreciationt − Disposalst

If disposals are immaterial, the disposal term may be omitted. Capital expenditure is normally a cash outflow and an addition to PP&E. Depreciation is a non-cash expense that reduces PP&E and EBIT.

A simplified depreciation assumption may be:

Depreciationt = dt × Beginning PP&Et

where dt is the depreciation rate. This is a modeling approximation and does not replicate every accounting method. Under straight-line depreciation for an asset with depreciable basis B, residual value S, and useful life L years:

Annual Depreciation = (B − S) ÷ L

For a forecast containing new capex, a half-year convention or a detailed vintage schedule may be more realistic. A detailed schedule records each capex cohort, its in-service date, useful life, and depreciation profile.

Depreciation affects three places: it reduces EBIT and net income, reduces PP&E on the balance sheet, and is added back in operating cash flow. It does not create cash by itself, although it may reduce cash taxes.

6. Debt, Interest, Taxes, and Dividends

Debt should be modeled with a schedule that distinguishes opening balance, new borrowing, repayment, and closing balance:

Ending Debtt = Beginning Debtt + Borrowingt − Repaymentt

Interest can be calculated using average debt:

Interest Expenset = rt × (Beginning Debtt + Ending Debtt) ÷ 2

where rt is the annualized interest rate. This formula assumes the borrowing and repayment pattern is reasonably represented by the average balance. If debt changes materially during the period, a monthly or transaction-date schedule is preferable.

Cash interest paid may differ from interest expense because of accrued interest, capitalized interest, amortization of financing fees, or non-cash interest. Advanced models therefore distinguish:

  • Interest expense in the income statement.
  • Interest payable on the balance sheet.
  • Cash interest paid in the cash-flow statement.

Dividends may be modeled as a payout ratio:

Dividendst = Net Incomet × Payout Ratiot

This is appropriate only if the company can legally and practically pay the dividend and if the payout policy is based on current earnings. Alternatively, dividends can be modeled as a fixed amount or as a residual after investment and financing needs.

Retained earnings follow the equity roll-forward:

Ending Retained Earningst = Beginning Retained Earningst + Net Incomet − Dividendst

Other equity movements, such as share issues, repurchases, foreign-exchange translation, and fair-value adjustments, must be included where material.

7. Constructing the Cash-Flow Statement

Under the indirect method, cash flow from operations begins with net income and adjusts for non-cash items and changes in operating working capital:

CFOt = Net Incomet + Non-cash Chargest − ∆NOWCt + Other Operating Adjustmentst

Cash flow from investing is commonly:

CFIt = −Capext + Proceeds from Asset Salest − Acquisitionst + Other Investing Cash Flowst

Cash flow from financing is commonly:

CFFt = Borrowingt − Repaymentt + Equity Issuedt − Share Repurchasest − Dividendst

Net change in cash is:

∆Casht = CFOt + CFIt + CFFt

and ending cash is:

Ending Casht = Beginning Casht + ∆Casht

The ending cash figure must link to the balance sheet. A model should not calculate cash independently in the cash-flow statement and then enter a separate cash value on the balance sheet.

The indirect cash-flow statement is especially useful in modeling because it shows why accounting profit differs from cash generation. However, it does not eliminate the need to understand actual cash timing, particularly in short-term liquidity analysis.

8. Balancing Mechanisms and Circularity

A forecast may produce a cash shortfall or excess cash. The model must specify what management does in response. Possible mechanisms include:

  1. Revolver draw: Borrow enough to maintain a minimum cash balance.
  2. Cash sweep: Use excess cash to repay debt, subject to restrictions.
  3. Dividend adjustment: Reduce dividends when liquidity is constrained.
  4. Equity issuance: Raise new equity when debt capacity is exhausted.
  5. Cash accumulation: Allow cash to rise when no distribution or repayment policy applies.

A minimum-cash revolver can be represented conceptually as:

Required Revolver Drawt = max(0, Minimum Casht − Cash Before Revolvert)

If cash before the revolver exceeds minimum cash, the draw is zero. If existing revolver debt can be repaid, the repayment may be:

Revolver Repaymentt = min(Available Excess Casht, Beginning Revolvert)

The model must respect borrowing limits, mandatory amortization, covenants, and the distinction between committed and uncommitted facilities.

Circularity occurs when interest depends on ending debt, ending debt depends on the cash deficit, and the cash deficit depends on net income after interest. Solutions include:

  • Calculate interest on beginning debt only.
  • Calculate interest on average debt using a controlled iterative calculation.
  • Use a separate cash sweep after calculating interest on an initial debt balance.
  • Apply a circularity switch that allows the analyst to turn iteration on or off.

Circularity should not be hidden. A transparent model states the calculation convention and tests whether the result is materially sensitive to it.

9. Worked Integrated Example

The following is an illustrative annual model for Delta Components. All figures are in $ millions. The opening balance sheet is assumed to be balanced.

Assumptions

  • Opening revenue: $100.0
  • Revenue growth: 10%
  • COGS: 60% of revenue
  • Operating expenses before depreciation: $24.0
  • Depreciation: $4.0
  • Beginning debt: $30.0
  • Interest rate: 8%, calculated on beginning debt
  • Tax rate: 25%
  • Capex: $8.0
  • DSO: 36.5 days
  • Inventory days: 60.83 days based on COGS
  • DPO: 30.42 days based on COGS
  • Beginning accounts receivable: $10.0
  • Beginning inventory: $10.0
  • Beginning accounts payable: $5.0
  • Beginning cash: $12.0
  • Beginning PP&E: $40.0
  • Beginning retained earnings: $27.0
  • Dividends: zero

The assumed days are selected to produce opening balances approximately equal to the stated values under a 365-day convention.

Income statement

Revenue is:

100.0 × 1.10 = 110.0

COGS is 110.0 × 60% = 66.0. Gross profit is $44.0. EBITDA is 44.0 − 24.0 = 20.0. EBIT is 20.0 − 4.0 = 16.0. Interest expense is 30.0 × 8% = 2.4. Therefore, EBT is $13.6 and tax expense is 13.6 × 25% = 3.4. Net income is $10.2.

Working capital

Accounts receivable is:

110.0 × 36.5 ÷ 365 = 11.0

Inventory is:

66.0 × 60.83 ÷ 365 ≈ 11.0

Accounts payable is:

66.0 × 30.42 ÷ 365 ≈ 5.5

Opening NOWC is 10.0 + 10.0 − 5.0 = 15.0. Closing NOWC is 11.0 + 11.0 − 5.5 = 16.5. Thus, the increase in NOWC is $1.5, a use of cash.

Fixed assets and retained earnings

Closing PP&E is:

40.0 + 8.0 − 4.0 = 44.0

Closing retained earnings are:

27.0 + 10.2 − 0 = 37.2

Cash flow

Cash flow from operations is:

CFO = 10.2 + 4.0 − 1.5 = 12.7

Cash flow from investing is −8.0. With no debt movement, equity issuance, or dividends, cash flow from financing is zero. Ending cash is:

Ending Cash = 12.0 + 12.7 − 8.0 = 16.7

Balance-sheet check

The forecast balance sheet contains cash of $16.7, accounts receivable of $11.0, inventory of $11.0, and PP&E of $44.0. Total assets are therefore $82.7. Liabilities are debt of $30.0 and accounts payable of $5.5, totaling $35.5. Equity consists of opening contributed capital, assumed to be $30.0, plus retained earnings of $37.2, totaling $67.2. Liabilities plus equity are $102.7, which does not equal assets. This apparent inconsistency reveals that the stated opening balance-sheet data were incomplete: if opening assets are $72.0 and opening liabilities plus retained earnings are $62.0, contributed capital must be $10.0 rather than $30.0. Using contributed capital of $10.0, closing equity is $47.2 and liabilities plus equity are $82.7, so the balance sheet balances.

This illustrates an important modeling principle: integration checks not only forecast formulas but also the quality and completeness of opening data.

10. Illustrative Case: Northstar Services Liquidity Model

Background

Northstar Services is a growing business with recurring subscription revenue. Management is considering a rapid expansion program requiring additional technology investment. The company has a $20 million revolving credit facility, a minimum cash policy of $5 million, and a dividend policy based on 30% of net income.

Problem

The chief financial officer needs to determine whether the expansion can be funded internally and whether the revolver will be sufficient under a downside scenario involving slower sales growth and higher receivable days.

Analysis

The analyst builds monthly operating schedules rather than an annual model because subscription collections and payroll payments create material timing differences. Revenue is forecast from customer count and average revenue per customer. Receivables are linked to collection days, and deferred revenue is modeled as a liability because customers pay before service delivery. Capital expenditure is linked to new customer capacity. Interest is calculated from average revolver balances, with an iteration switch used for the cash sweep.

Three scenarios are tested:

ScenarioRevenue growthCollection daysCapexResult
Base15%30ModerateCash remains above policy minimum
Downside8%45ModerateRevolver draw increases materially
Severe downside0%60Committed programFacility limit is breached

Approach and solution

Management first defers non-essential capex, then reduces dividends, and finally permits revolver borrowing up to the facility limit. The model includes covenant checks based on net leverage and interest coverage. It also separates contractual debt amortization from discretionary cash sweeps.

Outcome

The base case is financially feasible. The downside case remains feasible only if dividends are reduced. The severe downside case requires renegotiation of the expansion timetable or additional equity because debt capacity is insufficient.

Learning points

The case demonstrates that profitability does not guarantee liquidity. Growth can consume cash through receivables and investment. It also shows why annual models may conceal cash stress and why financing assumptions must be explicit rather than treated as automatic plugs.

11. Quality Controls, Limitations, and Governance

A professional model should contain visible checks, including:

  • Balance-sheet check: total assets minus total liabilities and equity equals zero.
  • Cash link: balance-sheet cash equals cash-flow ending cash.
  • Retained-earnings link: opening retained earnings plus net income less dividends equals closing retained earnings, after other equity movements.
  • Debt roll-forward check: opening debt plus borrowing less repayment equals closing debt.
  • PP&E roll-forward check: opening PP&E plus capex less depreciation and disposals equals closing PP&E.
  • Sources-and-uses check for transactions.
  • Covenant and facility-limit checks.
  • Error flags for negative balances, impossible margins, or missing assumptions.

Important limitations include the use of annual averages, simplified tax rules, estimated useful lives, uncertain management assumptions, and possible accounting differences across jurisdictions. A balanced model can still be economically wrong if its assumptions are unrealistic.

Governance requires version control, review by an independent person, documentation of sources, protection of formulas, and an audit trail for changes. Sensitive models should restrict access to confidential forecasts and financing terms. Analysts should not manipulate assumptions to achieve a desired valuation without clearly labeling the scenario.

Technology can improve model reliability through structured spreadsheet templates, data validation, automated financial-statement imports, and code-based testing. AI tools may assist with anomaly detection, formula review, or scenario generation, but they should not replace professional judgment. All AI-assisted outputs require source verification, confidentiality controls, and review against accounting standards and contractual documents.

12. Best-Practice Modeling Workflow

A disciplined workflow is:

  1. Define the purpose, forecast horizon, currency, time scale, and sign convention.
  2. Load and reconcile historical financial statements.
  3. Build assumptions in a centralized input area.
  4. Forecast operating drivers before statement lines.
  5. Build working-capital, fixed-asset, debt, tax, and equity schedules.
  6. Link the schedules into the three statements.
  7. Add a clearly defined cash-balancing mechanism.
  8. Test historical reproduction and forecast integrity.
  9. Run base, upside, downside, and stress cases.
  10. Review outputs for economic plausibility, not merely mechanical balance.

The best model is not necessarily the most detailed model. It is the model that represents material business drivers with appropriate precision, remains understandable to reviewers, and supports decisions without creating false confidence.

Chapter Summary

Integrated three-statement modeling links operating performance, financial position, and cash movements through accounting identities and supporting schedules. Revenue, costs, depreciation, interest, and taxes determine net income. Working-capital balances convert operating activity into cash requirements. Capital expenditure and depreciation govern fixed assets. Borrowing, repayment, interest, dividends, and retained earnings connect financing policy to liquidity and equity.

The balance sheet must balance, ending cash must link across statements, and every roll-forward must reconcile. Cash-balancing mechanisms such as revolvers, cash sweeps, dividend adjustments, and equity issuance should reflect actual management policy and financing constraints. Scenario analysis is essential because growth, working-capital timing, investment, and financing conditions interact. A technically balanced model remains inadequate if its assumptions, classifications, governance, or controls are weak.

Key Terms

Integrated model: A linked model in which the income statement, balance sheet, cash-flow statement, and schedules are internally connected.

Income statement: A statement reporting revenue, expenses, profit, and loss over a period.

Balance sheet: A statement reporting assets, liabilities, and equity at a point in time.

Cash-flow statement: A statement explaining changes in cash through operating, investing, and financing activities.

Net income: Profit after operating costs, financing costs, and taxes.

EBITDA: Earnings before interest, tax, depreciation, and amortization.

Working capital: Operating current assets less operating current liabilities.

NOWC: Net operating working capital, excluding financing-related balances such as debt and cash.

DSO: Days sales outstanding, a measure of receivable collection time.

DPO: Days payable outstanding, a measure of supplier payment time.

Capital expenditure: Cash spent to acquire or improve long-term assets.

PP&E: Property, plant, and equipment used in operations.

Depreciation: Non-cash allocation of a depreciable asset’s cost over its useful life.

Debt schedule: A roll-forward showing opening debt, borrowing, repayment, and closing debt.

Cash sweep: Use of excess cash to repay outstanding debt.

Revolver: A revolving credit facility that permits borrowing and repayment up to a limit.

Retained earnings: Accumulated profit retained in the business after dividends and other equity adjustments.

Circularity: A feedback relationship in which a model output is required to calculate an input to the same output.

Covenant: A contractual restriction or financial test imposed by a lender.

Balance-sheet check: A control confirming that assets equal liabilities plus equity.

Review Questions

Short Answer Questions

  1. Why must ending cash in the cash-flow statement equal cash on the balance sheet?
  2. Explain why an increase in accounts receivable is normally a use of cash.
  3. State the fixed-asset roll-forward and explain each component.
  4. What is the difference between interest expense and cash interest paid?
  5. Why can a profitable company experience a cash shortfall?

Long Answer Questions

  1. Explain how the income statement, balance sheet, and cash-flow statement are integrated in a forecast model.
  2. Compare percentage-of-revenue and driver-based approaches to forecasting operating expenses and revenue.
  3. Discuss the assumptions, advantages, and limitations of using DSO, inventory days, and DPO to forecast working capital.
  4. Explain the causes of circularity in debt and interest modeling and describe methods for controlling it.
  5. Evaluate the governance, documentation, and quality-control requirements of a professional financial model.

Analytical / Application Questions

  1. A company’s revenue rises by 20%, but DSO increases from 30 to 45 days. Analyze the effect on receivables and operating cash flow, assuming a 365-day year.
  2. Design a cash-balancing policy for a company with a minimum cash balance, a revolver limit, mandatory debt amortization, and a dividend target. Explain the order in which funding actions should occur.
  3. Construct a one-year integrated forecast for a business with given revenue growth, margins, capex, depreciation, working-capital days, debt, interest, taxes, and dividends. Identify at least five model checks that must pass before the forecast is used for valuation.

Multiple Choice Questions with Answers

Question 1

Which relationship is the fundamental balance-sheet identity?

A. Assets = Liabilities + Equity

B. Assets = Revenue − Expenses

C. Cash = Net Income + Dividends

D. Equity = Assets + Liabilities

Correct Answer: A. Assets = Liabilities + Equity

Question 2

If accounts receivable increases during a period, what is the usual cash-flow effect?

A. Source of cash

B. Use of cash

C. No effect on cash

D. Financing inflow

Correct Answer: B. Use of cash

Question 3

Revenue is $110 million and COGS is 60% of revenue. What is gross profit?

A. $44 million

B. $50 million

C. $66 million

D. $176 million

Correct Answer: A. $44 million

Question 4

Which item is normally added back to net income in the indirect cash-flow statement?

A. Capital expenditure

B. Dividends

C. Depreciation

D. Debt repayment

Correct Answer: C. Depreciation

Question 5

Beginning PP&E is $40 million, capex is $8 million, and depreciation is $4 million. Ignoring disposals, ending PP&E is:

A. $36 million

B. $44 million

C. $48 million

D. $52 million

Correct Answer: B. $44 million

Question 6

Under the retained-earnings roll-forward, dividends generally:

A. Increase retained earnings

B. Reduce retained earnings

C. Increase accounts payable

D. Reduce depreciation

Correct Answer: B. Reduce retained earnings

Question 7

A revolver draw designed to maintain a minimum cash balance is calculated primarily from:

A. Minimum cash minus cash before the revolver

B. Revenue minus COGS

C. EBITDA minus depreciation

D. Beginning equity minus dividends

Correct Answer: A. Minimum cash minus cash before the revolver

Question 8

If beginning debt is $30 million and the interest rate is 8%, interest calculated on beginning debt is:

A. $0.80 million

B. $2.40 million

C. $3.75 million

D. $24.00 million

Correct Answer: B. $2.40 million

Question 9

Which formula correctly describes the PP&E roll-forward when disposals are included?

A. Ending PP&E = Beginning PP&E − Capex + Depreciation

B. Ending PP&E = Beginning PP&E + Capex − Depreciation − Disposals

C. Ending PP&E = Capex − Debt repayment

D. Ending PP&E = Beginning PP&E + Dividends − Interest

Correct Answer: B. Ending PP&E = Beginning PP&E + Capex − Depreciation − Disposals

Question 10

What is a primary purpose of a balance-sheet check?

A. To maximize revenue growth

B. To confirm that assets equal liabilities plus equity

C. To calculate the tax rate automatically

D. To eliminate all forecasting uncertainty

Correct Answer: B. To confirm that assets equal liabilities plus equity

Financial Modeling & Valuation
Chapter 4 of 15