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Advanced Financial Management · International Financial Management

International Financing Instruments: ADR, GDR, ECB, FCCB and Euro Bonds (CA Final AFM)

Updated 5 October 2026 · Fact-checked

International financing instruments are the tools an Indian company uses to raise money outside India: depository receipts (ADR, GDR), external commercial borrowings (ECB), foreign currency convertible bonds (FCCB), Euro bonds and foreign bonds. To solve questions, identify the instrument, list its features, then compute cost as the IRR of the foreign currency cash flows, adjusted for exchange rate change.

Understand International Financing Instruments

A company raises funds abroad to get a bigger investor base, often cheaper interest, and longer tenor. The price is exchange rate risk, disclosure and listing costs, and regulatory limits. Your exam answers should always weigh these two sides.

Depository receipts let foreign investors hold Indian shares without trading in India. The Indian company deposits shares with a domestic custodian. A foreign depository bank issues receipts against them. The receipts trade abroad and dividends are paid in foreign currency. An ADR (American Depository Receipt) is issued for the US market and is listed on a US exchange or traded over the counter. A GDR (Global Depository Receipt) is issued in more than one country, usually listed in Luxembourg or London, and often sold to institutions.

ECB is a loan from a non-resident lender: bank loans, buyer's and supplier's credit, floating or fixed rate notes, and similar. It is governed by RBI and FEMA rules on eligible borrowers, lenders, end use, maturity and all-in-cost ceilings. Do not quote specific limits unless the question gives them, because they change.

FCCB is a bond issued in foreign currency that pays interest like a bond and can be converted into shares at the holder's option. Because of the conversion option, the coupon is lower than on a plain bond. If the share price rises above the conversion price, holders convert and the company never repays the principal in cash. If not, the company redeems at maturity, often at a premium.

Euro bonds are bonds issued in a currency other than that of the country where they are sold, for example a dollar bond sold in Europe. They are usually unsecured, bearer, listed on a European exchange, and carry low disclosure. Foreign bonds are issued by a foreign borrower in a domestic market in that market's currency, such as a Yankee bond (US), Samurai bond (Japan) or Bulldog bond (UK). They follow the local regulator's rules.

Other sources include Euro commercial paper, Euro notes, floating rate notes, and loans from institutions like the World Bank group or Asian Development Bank.

Key rules to remember

Cost of foreign currency debt (before tax)
Kd = [I + (RV − NP) ÷ n] ÷ [(RV + NP) ÷ 2]
Approximate method for a plain bond. I = annual interest, RV = redemption value, NP = net proceeds, n = years. Exact cost is the IRR where NP = PV of interest and redemption.
After-tax cost of debt
Kd after tax = Kd × (1 − t)
Apply only if interest is tax deductible. Use the tax rate given in the question.
Rupee cost of a foreign currency loan
(1 + rupee cost) = (1 + foreign cost) × (1 + depreciation of ₹ per year) − 1
Equivalent: (1 + Kf) × (Forward or expected rate ÷ spot rate) − 1 for one year. Rupee depreciation raises your cost.
Conversion ratio
Conversion ratio = Face value of bond in rupees (face value in foreign currency × stated exchange rate) ÷ Conversion price in rupees
Number of shares per bond. Always convert the foreign currency face value to rupees at the stated rate before dividing by the rupee conversion price.
Conversion value
Conversion value = Conversion ratio × Market price per share (at the time)
Compare with the redemption value, with both in the same currency. Holder converts if conversion value is higher.
Conversion premium
Premium = (Conversion price − Current market price) ÷ Current market price × 100
Shows how much the share must rise before conversion becomes worthwhile. Use both prices in rupees.
Cost of FCCB (exact)
Net proceeds = Σ Interest ÷ (1 + k)^t + Terminal flow ÷ (1 + k)^n, where t = 1 to n
Net proceeds are the issue proceeds after expenses, received at time 0. Interest and the terminal flow are the company's outflows, discounted at k. Terminal flow is the redemption value if not converted, or the conversion value if converted. Solve k by trial and interpolation.

How to solve International Financing Instruments questions

Use this order for any question on international instruments, whether theory or numerical.

  1. 1Identify the instrument and the currency of issue, and note the market where it is sold.
  2. 2For theory, write definition, who issues, who invests, listing, currency, and one advantage and one risk or limit.
  3. 3For numericals, list all cash flows in the foreign currency: net issue proceeds, periodic interest, and the terminal flow.
  4. 4Decide the terminal flow. For FCCB, find the conversion ratio using the face value in rupees at the stated exchange rate, then compute the conversion value. Compare it with the redemption value (in the same currency) and take the higher one, which the holder would choose, unless the question states otherwise.
  5. 5Compute the cost as the rate that equates present value of outflows to net proceeds. Use trial rates and interpolate.
  6. 6If the question gives exchange rates, convert the cash flows to rupees at the expected rates, or adjust the foreign cost for rupee depreciation.
  7. 7Apply tax on interest if the question says so, then state the cost and a one-line conclusion comparing with alternatives.

Quickest way: Approximate cost with a rate shortcut

When to use it: Use when the question asks only for an approximate cost, or to pick starting rates for the IRR trial.

  1. Find the approximate yield with Kd = [I + (RV − NP) ÷ n] ÷ [(RV + NP) ÷ 2].
  2. Use that value as trial rate 1 and a rate a few points higher as trial rate 2 for the exact IRR.
  3. For the rupee cost, use (1 + foreign cost) × (1 + rupee depreciation) − 1, not a simple sum.
  4. Check the answer: for a plain bond, the cost exceeds the coupon rate when it is issued at a discount, has issue expenses, or is redeemed at a premium (before any exchange rate adjustment). If redemption is at par and there are issue expenses, the cost is slightly above the coupon.

Common mistakes in International Financing Instruments

  • Treating ADR and GDR as the same thing

    Both are depository receipts, so students stop at that point.

    Fix: State the market: ADR is for the US market, GDR is issued across several countries, usually in Europe. Add the regulatory difference: ADRs listed on US exchanges (Level II and III) follow SEC disclosure norms, while Level I and Rule 144A ADRs have lighter requirements.

  • Using the coupon as the cost of an FCCB

    The coupon is visible in the question and looks like the cost.

    Fix: Cost includes the redemption premium or conversion value, and issue expenses. Compute the IRR of all cash flows.

  • Ignoring exchange rate change when the loan is in foreign currency

    Students compute the dollar cost and stop.

    Fix: Convert to rupee cost using the expected rate, since the company's real cost is in rupees.

  • Always assuming conversion of an FCCB

    Conversion sounds like the expected outcome.

    Fix: Compare conversion value with redemption value. Holders convert only if conversion value is higher.

  • Mixing up Euro bonds with foreign bonds

    The word Euro suggests Europe only.

    Fix: Euro bonds are in a currency different from the market of sale. Foreign bonds are issued by a foreign borrower in the local currency of that market.

  • Stating ECB limits and rates from memory in numericals

    Students recall old limits.

    Fix: Use only the figures given in the question. In theory, say that RBI prescribes eligibility, end use, maturity and cost ceilings.

Worked examples

Example 1

A company issues a 5-year US$ 1,000 face value bond at par. Coupon is 4% a year, paid yearly. Redemption is at par. Issue expenses are 2% of face value. Use the approximate method to find the before-tax cost, and the after-tax cost at a 30% tax rate.

Show the solution
  1. Net proceeds NP = 1,000 − 2% of 1,000 = US$ 980.
  2. Annual interest I = 4% × 1,000 = US$ 40.
  3. Redemption value RV = US$ 1,000.
  4. Kd = [40 + (1,000 − 980) ÷ 5] ÷ [(1,000 + 980) ÷ 2] = [40 + 4] ÷ 990 = 44 ÷ 990.
  5. 44 ÷ 990 = 0.04444, so Kd = 4.44%.
  6. After-tax cost = 4.44% × (1 − 0.30) = 4.44% × 0.70 = 3.11%.

Answer: Before-tax cost is about 4.44% and after-tax cost is about 3.11% (in US$ terms).

Example 2

An Indian company has a US$ loan costing 5% a year. The spot rate is ₹80 per US$ and the rupee is expected to depreciate by 3% a year. Find the rupee cost of the loan for one year. Also, for an FCCB of face value US$ 1,000 with conversion price ₹4,000 per share and fixed rate ₹80 per US$, find the conversion ratio.

Show the solution
  1. Rupee cost = (1 + 0.05) × (1 + 0.03) − 1.
  2. 1.05 × 1.03 = 1.0815.
  3. 1.0815 − 1 = 0.0815, so 8.15%.
  4. Face value in rupees = US$ 1,000 × ₹80 = ₹80,000.
  5. Conversion ratio = ₹80,000 ÷ ₹4,000 = 20 shares per bond.

Answer: The rupee cost of the loan is 8.15% a year, which is higher than the 5% dollar cost because of rupee depreciation. The conversion ratio is 20 shares per bond.

Exam tips

  • In theory questions, write ADR vs GDR as short points under fixed heads: market, listing, regulator, investors, disclosure, and cost.
  • In FCCB numericals, always check whether the question wants cost if converted or if redeemed. Show both when unsure and state which one holders would choose.
  • Show the IRR trial with two rates and interpolation, since marks go for the method even if the final value differs slightly.
  • Case-scenario MCQs often test whether you pick the right instrument for a company's need, such as a low coupon with future equity dilution (FCCB) or a rupee-currency market issue by a foreign borrower (foreign bond). Read the currency and market carefully.
  • Keep ECB answers rule-based and general. Mention RBI and FEMA regulation, eligible lender, end use, maturity and cost ceiling without quoting limits not in the question.

Practice questions from International Financial Management

International Financing Instruments in other exams

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

International Financing Instruments: frequently asked questions

What is the difference between ADR and GDR?

An ADR is issued for the US market and is listed or traded there under US rules. A GDR is issued in more than one country, usually listed in Europe, and mainly sold to institutions. Both are receipts against shares held with a domestic custodian.

How do I calculate the cost of an FCCB?

List the net proceeds, yearly interest and the terminal flow, which is redemption value or conversion value. Find the discount rate at which the present value of outflows equals the net proceeds, using trial and interpolation. Then adjust for tax and exchange rate change if the question asks.

What is the difference between Euro bonds and foreign bonds?

A Euro bond is issued in a currency different from the currency of the market where it is sold. A foreign bond is issued by a foreign borrower in the local market, in the local currency, under local rules. Yankee, Samurai and Bulldog bonds are examples of foreign bonds.

Why is an FCCB coupon lower than a normal bond coupon?

Holders get an option to convert into shares, and this option has value. They accept a lower coupon in return. The company pays for it through possible dilution of existing shareholders.