Strategic Performance Management and Business Valuation · Valuation of Assets and Liabilities

Valuation of Financial Assets and Instruments for CMA Final

Updated 11 October 2026 · Fact-checked

Valuing a financial asset means finding the present value of the cash flows it will give you, discounted at a rate that reflects its risk. For fair value reporting, Ind AS 113 ranks inputs in three levels: quoted prices (Level 1), observable inputs (Level 2) and unobservable inputs (Level 3).

Understand Valuation of Financial Assets and Instruments

A financial asset is a claim on future cash flows. A share gives you dividends and a sale price. A bond gives you interest and the face value back. A preference share gives you a fixed dividend. The value today is the present value of these cash flows.

The discount rate matters as much as the cash flows. Riskier cash flows need a higher rate, so the value falls. For bonds the rate is the yield to maturity (YTM), the single rate at which the present value of all cash flows equals the price. For equity the rate is the cost of equity, often found with CAPM.

Fair value under Ind AS 113 is the price you would receive to sell an asset, or pay to transfer a liability, in an orderly transaction between market participants at the measurement date. It is an exit price, not an entry price, and it is market-based, not entity-specific.

Ind AS 113 uses a fair value hierarchy based on the inputs used. Level 1: quoted prices in active markets for identical items, with no adjustment. Level 2: inputs other than Level 1 prices that are observable for the asset, such as quoted prices for similar items or yield curves. Level 3: unobservable inputs, used only when observable inputs are not available. The whole measurement is placed in the level of the lowest-level input that is significant to it.

Derivatives such as forwards, futures and options are valued at fair value. A listed future is usually Level 1. An over-the-counter forward valued from spot rates and interest rates is usually Level 2. An option valued with an unobservable volatility is Level 3. Convertible instruments are split into a debt part and an option part, and each is valued separately.

Key rules to remember

Bond value: V = Σ [C ÷ (1 + r)^t] + M ÷ (1 + r)^n; C is the periodic coupon, r the periodic YTM, M the redemption value, n the number of periods. Use half-yearly r and n for half-yearly coupons.
Approximate YTM: YTM ≈ [C + (M − P) ÷ n] ÷ [(M + P) ÷ 2]; P is the current price. This is an estimate. Use trial and error with interpolation for an exact figure.
Perpetual preference share or irredeemable debt: V = D ÷ r; D is the fixed annual dividend or interest. Applies only when the payments are perpetual and constant.
Redeemable preference share: V = Σ [D ÷ (1 + r)^t] + M ÷ (1 + r)^n; Same structure as a bond, with the dividend in place of the coupon.
Constant growth (Gordon) model: P0 = D1 ÷ (r − g); D1 = D0 × (1 + g). Valid only when r > g and growth is constant forever.
CAPM cost of equity: r = Rf + β × (Rm − Rf); Rf is the risk-free rate, Rm the market return.
Ind AS 113 hierarchy: Level 1: quoted prices, identical items. Level 2: other observable inputs. Level 3: unobservable inputs; Highest priority goes to Level 1. Classify by the lowest-level significant input.
Convertible debenture split: Liability component = PV of cash flows at the market rate for similar non-convertible debt; equity component = issue price − liability component; Done at initial recognition. Equity part is not remeasured later.

How to solve Valuation of Financial Assets and Instruments questions

Use this order for any question on valuing a financial instrument. It keeps the working clean and earns step marks even if a number slips.

1Identify the instrument and list its cash flows: amount, timing and whether they are fixed, growing or perpetual.
2Decide the discount rate. Use YTM for bonds, CAPM or the given required return for equity, and the market rate for similar debt for convertibles.
3Match the time unit. If interest is half-yearly, halve the rate and double the periods.
4Choose the formula: annuity plus lump sum for bonds, D ÷ r for perpetuities, D1 ÷ (r − g) for growth shares.
5Compute the present value of each part separately and show it. Then add.
6Compare value with market price if asked for a buy, sell or hold view, and state the recommendation.
7For fair value questions, classify each input as Level 1, 2 or 3, and state the level of the whole measurement from the lowest significant input.
8Write a one-line conclusion with the final value in rupees.

Quickest way: Annuity factor shortcut for bonds

When to use it: Use it when the question gives present value tables or annuity factors and asks for a bond or redeemable preference share value.

Write coupon × annuity factor at the stated rate and years.
Add redemption value × discount factor for the final year.
Total the two lines. That is the value.
For a quick check, if YTM equals the coupon rate, the value must equal face value. If YTM is higher, the value is below face value.
For hierarchy questions, ask one thing: is there a quoted price for the identical item? If yes, Level 1. If the inputs are market data but not identical quotes, Level 2. If you had to assume, Level 3.

Common mistakes in Valuation of Financial Assets and Instruments

Using the annual rate and annual periods for a half-yearly coupon bond.
Students copy the table figures without reading the payment frequency.
Fix: Halve the coupon and the YTM, and double the number of periods before looking up any factor.
Applying D ÷ r to a share whose dividend is growing, or using D0 instead of D1 in the Gordon model.
The formulas look alike and the last dividend is the number given.
Fix: Check the growth wording. If there is growth, compute D1 = D0 × (1 + g) first, then divide by (r − g).
Placing a fair value measurement in Level 1 because some inputs are quoted.
Students look at the best input, not the worst.
Fix: Classify by the lowest-level input that is significant to the whole measurement. One significant unobservable input makes it Level 3.
Treating the whole convertible debenture issue price as a liability.
Students forget the conversion option has value.
Fix: Discount the cash flows at the rate for similar non-convertible debt to get the liability. The balance of the issue price is the equity component.
Saying fair value is the price paid to acquire the asset.
Cost and fair value look the same at purchase.
Fix: Remember that Ind AS 113 defines fair value as an exit price: what you would receive on sale in an orderly transaction between market participants.

Worked examples

Example 1

A ₹1,000 face value debenture carries a 10% coupon paid annually and is redeemable at par after 3 years. Investors require a YTM of 12%. Find its value. Given PV factors at 12%: year 1 = 0.893, year 2 = 0.797, year 3 = 0.712.

Show the solution

Annual coupon = 10% × ₹1,000 = ₹100.
PV of coupons: ₹100 × 0.893 = ₹89.30; ₹100 × 0.797 = ₹79.70; ₹100 × 0.712 = ₹71.20. Total = ₹240.20.
PV of redemption: ₹1,000 × 0.712 = ₹712.00.
Value = ₹240.20 + ₹712.00 = ₹952.20.
Since YTM (12%) is higher than the coupon (10%), a value below ₹1,000 is as expected.

Answer: The debenture is worth about ₹952.20. If it trades below this price, it is attractive at a 12% required return.

Example 2

A company's equity share paid a dividend of ₹10 per share last year. Dividends are expected to grow at 5% a year for ever. The stock has a beta of 1.2, the risk-free rate is 7% and the market return is 12%. The share trades at ₹150. Find the intrinsic value and advise whether to buy.

Show the solution

Cost of equity = 7% + 1.2 × (12% − 7%) = 7% + 6% = 13%.
D1 = ₹10 × 1.05 = ₹10.50.
Intrinsic value = ₹10.50 ÷ (0.13 − 0.05) = ₹10.50 ÷ 0.08 = ₹131.25.
Compare: market price ₹150 is above ₹131.25, so the share is overvalued.

Answer: Intrinsic value is ₹131.25. The share is overvalued at ₹150, so do not buy; a holder may consider selling.

Exam tips

Show the classification reason for each Level 1, 2 or 3 answer. A single word without a reason rarely earns full marks.
In MCQs on bonds, use the quick check: YTM above coupon means value below face value, and the reverse.
Always write the rate and period conversion as a separate line when coupons are half-yearly.
End every valuation with a decision: buy, sell or hold, based on value versus market price.
For convertibles, show the liability and equity split as two lines. Examiners look for both.

Practice questions from Valuation of Assets and Liabilities

Valuation of Financial Assets and Instruments in other exams

The same ground in other exams, if you are preparing for more than one or want another angle on it.

Valuation of Financial Assets and Instruments: frequently asked questions

What are the three levels of the fair value hierarchy under Ind AS 113?

Level 1 uses quoted prices in active markets for identical items. Level 2 uses other observable inputs, such as prices of similar items or yield curves. Level 3 uses unobservable inputs, which are used only when observable inputs are not available.

How do I find YTM in an exam?

Use the approximate formula for a quick estimate. Then test two rates near it, one giving a value above the price and one below, and interpolate. Show both trials in your working.

How is a preference share valued?

If it is perpetual, divide the fixed dividend by the required return. If it is redeemable, add the present value of the dividends and the present value of the redemption amount, as for a bond.

Is a listed derivative always Level 1?

Not always. A derivative with a quoted price in an active market for the identical contract is Level 1. If you value it using a model with observable market inputs it is Level 2, and with a significant unobservable input it is Level 3.