Treat this exam as a test of valuation judgement across asset classes, not only of formulas. For every practice item, write one line naming the premise of value, the approach you chose, and why, before you calculate anything. This habit forces you to distinguish fair value from fair market value, to pair cash flows with the correct discount rate, and to discount bonds at market yields rather than coupons. The scenarios, comparison table, and readiness rubric below are built around that method-selection discipline, which is where valuation craft is actually demonstrated.
Premise of Value: Why the Same Asset Gets Three Different Numbers
Before any method, fix the premise: fair value, fair market value, and liquidation value each produce a different number for the identical asset. Learn to tag every scenario with its premise before computing.
Fair value is an exit price based on the assumptions market participants would use in an orderly transaction. Fair market value assumes a willing buyer and seller transacting at arm's length, both knowledgeable, neither under compulsion. Liquidation value assumes a constrained sale, either orderly over a reasonable window or forced within a short one, which compresses achievable prices. These are named concepts with distinct definitions, and a valuation that silently switches between them is internally inconsistent even if every calculation inside it is arithmetically correct.
Apply the premise before choosing a method. A going-concern premise pairs naturally with the income or market approaches; a liquidation premise pushes you toward the asset approach with discounts for disposal costs and limited marketing time. Practise tagging each exercise question in one written line: language about compulsion, short timelines, or distressed sellers signals a liquidation premise, while open-market, arm's-length language signals fair market value. If a scenario is ambiguous, say so explicitly and state which assumption you adopted and why.
Income, Market, or Asset Approach: Building a Selection Framework
The three approaches answer different questions: what future cash flows are worth today, what comparable assets trade for, and what the parts would fetch. Match the approach to asset class, data quality, and premise.
Data availability usually drives the practical choice. Income methods demand credible forecasts and a defensible discount rate; market methods demand genuinely comparable transactions or listed peers; asset methods demand a balance sheet you can adjust to realisable values. In practice problems, read what the question actually supplies: full projections invite a discounted cash flow, a peer set with multiples invites relative valuation, and a detailed asset schedule invites an asset-based build-up. Letting the supplied evidence steer the approach is itself a mark of defensible work.
Reconciliation is the second discipline. When two approaches disagree, do not average blindly; ask what each captures that the other misses. A market approach may embed sector optimism that an income approach does not, and an asset approach may exclude brand or customer value entirely. Practise writing a two-sentence reconciliation that weights approaches by the reliability of their inputs, then present a value range with a single point estimate and its justification. This habit mirrors how a reasoned valuation report argues for its conclusion.
| Approach | Core question | Strengths | Watch for |
|---|---|---|---|
| Income | What are future cash flows worth today? | Reflects asset-specific fundamentals and risk | Terminal assumptions dominate output; weak forecasts flow straight through |
| Market | What do comparable assets trade for? | Grounded in observable prices; efficient to apply | Comparability gaps, size and liquidity adjustments, capital-structure consistency |
| Asset / cost | What would the parts cost or fetch? | Provides a floor; suits asset-heavy or liquidation settings | Ignores going-concern earnings; intangibles are hard to capture |
Equity Valuation: DCF Mechanics Versus Multiples Discipline
Equity valuation splits into discounted cash flow and relative valuation. DCF demands consistent cash flow and discount rate pairings; multiples demand genuine comparability and consistent numerator-denominator choices.
Worked scenario: you must value an unlisted mid-sized manufacturer, and you have median price-to-earnings multiples for five large listed peers. The tempting move is applying the median multiple directly to the target's earnings, which ignores differences in size, liquidity, and marketability between listed and unlisted businesses. The better decision: normalise the target's earnings, build a range from the closest peers, apply a reasoned adjustment for the lack of a ready market, and cross-check with a simple DCF. An unadjusted multiple can move the conclusion by tens of percent, which is why the adjustment step is the whole point of the exercise.
For DCF work, master two pairings: free cash flow to the firm discounted at the weighted average cost of capital, and free cash flow to equity discounted at the cost of equity. Mixing the pairs is a classic inconsistency that produces a number with no meaning. Then examine how much of the value sits in the terminal value; a terminal growth rate at or above long-run nominal economic growth deserves scrutiny. Practise recomputing a valuation with terminal growth lowered by one percentage point so that sensitivity to that single assumption becomes concrete rather than abstract.
Debt Valuation: Discount Rates, Spreads, and the Coupon Trap
Debt value is the present value of contractual cash flows at a market-consistent yield, never at the coupon rate. Learn clean versus dirty pricing, duration, and how credit spreads move when credit weakens.
Worked scenario: a three-year bond with face value 100 and a 9% annual coupon is being valued after the issuer's credit standing weakened; comparable paper now yields 12%. Discounting at the 9% coupon returns roughly par, the common mistake, because the coupon is a contractual payment, not a discount rate. Discounting the same cash flows at 12% gives about 92.8, a materially lower value. In an engagement connected to financial distress, using the coupon as the rate would overstate recoverable value precisely when accuracy matters most, so always ask what rate the market currently demands for that risk.
Extend the same logic across the debt toolkit. Accrued interest explains why the dirty price exceeds the clean price between coupon dates. Duration measures price sensitivity to yield changes, which is why longer maturities move more for the same shift. Widening credit spreads depress bond values, and they tend to widen exactly when a valuation is most contested. A useful drill: price a bond from its cash flows alone, then re-price it with the yield shifted up and down 100 basis points, and observe the asymmetry that convexity describes.
Derivatives and Structured Products: Payoffs, Parity, and Decomposition
Derivative value rests on payoffs and arbitrage relationships rather than on forecasting market direction. Build fluency with payoff diagrams, intrinsic versus time value, put-call parity, and structured product decomposition.
Start from payoffs: a call's intrinsic value is the excess of spot over strike when positive, and anything paid beyond intrinsic is time value. Put-call parity links a call, a put, the underlying, and the present value of the strike through arbitrage, which makes it a powerful self-check: given any three prices, the fourth is determined, and a quote violating parity signals inconsistency you should be able to spot. Understand the binomial intuition of replication and hedge ratios before committing any pricing formula to memory, because the intuition survives every model change while memorised formulas do not.
For structured products, practise decomposition. A principal-protected note is roughly a zero-coupon bond plus a long call on the underlying; a reverse convertible is closer to a bond plus a short put. Once decomposed, both the value and the risk location become visible, and you can interrogate each component separately. Among option inputs, volatility generally dominates price sensitivity, so a plausible output resting on an implausible volatility assumption deserves challenge. Make it a rule to check the input assumptions before trusting any model value you produce or review.
Regulatory and Ethical Duties Behind a Valuer's Signature
A valuer's output is only as credible as the independence, documentation, and disclosure behind it. Regulatory expectations under the IBC framework emphasise impartiality, conflict management, and reasoned, transparent reports.
The Insolvency and Bankruptcy Board of India regulates registered valuers and has issued guidance on how valuation is to be conducted under the Code, so study the regulatory layer alongside the technical layer rather than treating it as an afterthought. Core duties run through every engagement: independence from the parties, disclosure of any relationship that could bear on impartiality, use of recognised bases and methods, and reports that show inputs, assumptions, and reasoning rather than a bare conclusion. A technically elegant number resting on undisclosed reliance or an undisclosed conflict fails the professional test.
Practise the ethics the way you practise the arithmetic, through decision vignettes. If management supplies financials without supporting records, the valuer documents the reliance and its limitations instead of adopting the numbers silently. If the valuer holds an interest in the subject company, that conflict is disclosed and the valuer withdraws from the role. Frame each vignette as a decision requiring a documented rationale, because that is how report-writing actually works, and it converts vague principles into repeatable, examinable habits you can apply to scenario questions.
A Four-Week Sequence and a Written-Rationale Readiness Rubric
Sequence foundations, then asset classes, then regulation and integration, adapting the pace to your background. Track readiness with a written-rationale rubric, treating scores as learning milestones rather than pass predictions.
A four-week sequence gives a workable default: week one, bases of value, the three approaches, and the regulatory layer; week two, equity, covering DCF pairings, terminal value discipline, and multiple selection; week three, debt and derivatives, covering bond pricing, duration, payoffs, parity, and decomposition; week four, integration through mixed cases, reconciliation writing, and review of your error log. Adjust for your starting point: an accounting background usually needs extra forecast-building practice, while a markets background usually needs extra regulatory reading time rather than more formula drilling.
For the capstone exercise, write a one-page valuation memorandum for a sample unlisted company: state the premise, choose a primary approach, run a simple supporting calculation, and reconcile against a second approach in two sentences. Expected observations: your premise line appears before any number; your multiple or discount rate choice cites a reason; your terminal value accounts for less than roughly two-thirds of total DCF value; your reconciliation explains why the approaches differ rather than averaging them. Score each element from one to four and repeat until all four elements reach four consistently.
- You can price a coupon bond from its cash flows and a given yield, then re-price it after a 100-basis-point yield shift.
- You can state put-call parity and use it to test whether four linked prices are internally consistent.
- You can name the premise of value a scenario implies and justify the matching approach in two sentences.
- You can identify whether a DCF used free cash flow to the firm or to equity, and whether the discount rate matched that choice.
- You can write a 150-word method-selection rationale that argues from inputs and comparability, not from habit.
References and further reading
Use these references to explore the concepts and check the latest information from the relevant organizations.