Advanced Financial Management · The role of the treasury function in multinationals

Transfer Pricing and Cash Repatriation in Multinationals for ACCA AFM

Updated 11 October 2026 · Fact-checked

Transfer pricing sets the price for goods, services and funds moved between group companies. Cash repatriation is getting profits out of a foreign subsidiary using dividends, royalties, management charges, loans and transfer prices. To solve questions, compare the after-tax cash each route delivers, then check legal and tax limits.

Understand Transfer Pricing and Cash Repatriation

A multinational has many subsidiaries in different countries. Each earns cash locally. The parent wants that cash where it is needed: to pay dividends, repay debt or fund new projects. The treasury function decides how to move it.

There are four main routes. Dividends are paid out of after-tax profit and are not tax deductible for the subsidiary. Royalties and management charges pay for intellectual property or head office services. They are usually deductible for the subsidiary, so they cut local tax. Intra-group loans pay interest, which is usually deductible, and the loan principal is returned later. Transfer prices on goods and services move profit by changing the price charged between group companies.

The transfer price is the internal price of a transfer between group entities. A high price charged to a subsidiary in a high-tax country moves profit out of it and reduces the group tax bill. A low price into a low-tax country does the same in reverse. It also moves cash out of countries with exchange controls.

There are limits. Tax authorities expect transfer prices to follow the arm's length principle: the price should be what unrelated parties would agree. Many countries penalise or adjust prices that do not. Withholding tax may apply on dividends, royalties and interest. Some governments restrict remittances, which leaves blocked funds. Exchange controls, thin capitalisation rules and limits on deductible charges also apply.

In AFM you are expected to quantify the options and then advise. Compare the total tax cost and net cash for each route. Then comment on legality, reputation and the effect on subsidiary managers' motivation and performance measures.

Key rules to remember

Net cash remitted by dividend: Net cash to parent = Dividend − withholding tax − any extra parent tax after credit; Dividends come from after-tax profit, so there is no local tax deduction. Check whether a tax credit is given for foreign tax paid.
Tax saving from a deductible payment: Tax saving = Payment × local tax rate; Applies to royalties, management charges and interest if they are deductible. Then deduct any withholding tax on the payment.
Total group tax on a route: Group tax = Local tax (after deductions) + withholding tax + parent-country tax (after credits); Compare routes by total tax or by net cash received by the parent. Be consistent.
Effect of a transfer price change on group tax: Change in group tax = Profit shifted × (tax rate in receiving country − tax rate in giving country); Shifting profit to the lower-tax country saves tax. Assumes the price change is accepted by the tax authorities.
Arm's length principle: Transfer price ≈ price agreed between independent parties in comparable circumstances; Methods include comparable uncontrolled price, resale price and cost plus. Authorities can adjust prices that depart from it.

How to solve Transfer Pricing and Cash Repatriation questions

Use this method for any question on moving funds out of a subsidiary or on setting a transfer price.

1Identify the routes available: dividends, royalties, management charges, loans, transfer prices. Note the limits given in the question, such as caps or exchange controls.
2List the tax rates: local corporate tax, withholding tax rates, parent-country tax rate and any credit or treaty relief.
3For each route, calculate the effect on local taxable profit. Deductible payments reduce it. Dividends do not.
4Calculate the withholding tax and any further parent-country tax after credit for foreign tax.
5Work out the net cash received by the parent and the total group tax for each route. Use the same basis throughout.
6Compare the routes and recommend the one with the highest net cash or lowest total tax, within the limits.
7Comment on constraints: arm's length rules, blocked funds, exchange controls, reputation, ethics and managers' motivation.
8Finish with a clear recommendation tied to the scenario.

Quickest way: Net cash per ₹100 comparison

When to use it: Use when several routes are available and you must rank them quickly with little time.

Take a round amount of pre-tax cash, such as 100, for each route.
For deductible routes: net cash = 100 − withholding tax on 100, then add the local tax saved (100 × local rate) in the subsidiary.
For dividends: start from after-tax profit, then deduct withholding tax only.
Add any parent-country tax net of credit.
Rank the routes by net cash to the group and state the winner.
Write one line on legal limits before concluding.

Common mistakes in Transfer Pricing and Cash Repatriation

Treating dividends as tax deductible for the subsidiary.
Students mix dividends up with interest and royalties, which are expenses.
Fix: Remember dividends are paid from after-tax profit. Only deductible payments reduce local taxable profit.
Ignoring withholding tax on royalties, interest or dividends.
Students focus on corporate tax and forget the tax deducted at source.
Fix: List every tax layer in a table: local, withholding, parent. Tick each one off.
Forgetting tax credits in the parent country.
The question gives several rates and students add them without checking relief.
Fix: Read for double tax treaty or credit wording. Parent tax is usually the excess of parent rate over foreign tax paid, if positive.
Recommending extreme transfer prices without comment on arm's length rules.
Students see the tax saving and stop there.
Fix: Always add that authorities can adjust prices, impose penalties and harm reputation. Mention that managers' performance is distorted.
Comparing routes on different bases, such as pre-tax for one and post-tax for another.
The numbers arrive in different forms and rushing hides this.
Fix: Convert every route to net cash received by the parent, or to total group tax, before comparing.
Suggesting blocked funds can simply be remitted by another route without testing it.
Students assume a workaround always exists.
Fix: Check the question for the restriction. Suggest options such as local reinvestment, loans, netting or leading and lagging, and note the risk of breaking local rules.

Worked examples

Example 1

A subsidiary in Country X has profit before tax of $1,000,000 before any payment to its parent. Country X corporate tax is 30%. The parent wants $400,000 of cash. Option 1: pay a dividend from after-tax profit. Option 2: pay a royalty of $400,000, deductible locally. Withholding tax is 10% on dividends and 20% on royalties. Ignore parent-country tax. Which option gives the group more cash and tax saving?

Show the solution

Option 1, dividend: local tax = 30% × 1,000,000 = $300,000. After-tax profit = $700,000.
Dividend of $400,000 suffers 10% withholding tax = $40,000. Net cash to parent = $360,000.
Total tax = 300,000 + 40,000 = $340,000. Cash remaining in subsidiary = 700,000 − 400,000 = $300,000.
Option 2, royalty: taxable profit = 1,000,000 − 400,000 = $600,000. Local tax = 30% × 600,000 = $180,000.
Withholding tax on royalty = 20% × 400,000 = $80,000. Net cash to parent = $320,000.
Total tax = 180,000 + 80,000 = $260,000. Cash remaining in subsidiary = 600,000 − 180,000 = $420,000 (after paying the royalty, before tax is deducted from profit: 1,000,000 − 400,000 − 180,000).
Compare group position: Option 1 net cash is parent 360,000 plus subsidiary 300,000 = $660,000. Option 2 net cash is parent 320,000 plus subsidiary 420,000 = $740,000.
Option 2 leaves the group $80,000 better off, matching the tax difference 340,000 − 260,000.

Answer: The royalty is better for the group: total tax is $260,000 against $340,000, so group cash is $80,000 higher. The parent receives $320,000 under the royalty against $360,000 under the dividend, so the dividend gives more cash to the parent but at a higher group tax cost. This is subject to the royalty being justified as arm's length.

Example 2

Subsidiary A in a country with 40% tax sells components to Subsidiary B in a country with 20% tax. The normal arm's length price is $200 per unit. The group proposes $240 per unit instead. Volume is 50,000 units. Costs are unchanged. What is the annual group tax effect, and what should the adviser say?

Show the solution

Price change per unit = 240 − 200 = $40.
Profit shifted to A = 40 × 50,000 = $2,000,000. B's profit falls by the same amount.
Tax in A rises by 40% × 2,000,000 = $800,000.
Tax in B falls by 20% × 2,000,000 = $400,000.
Net change in group tax = +800,000 − 400,000 = +$400,000, an increase.
This is the wrong direction. The price should move profit to the low-tax country, so the group should charge less than $200 from A to B, not more.
If the price were $160, profit shifted to B would be 40 × 50,000 = $2,000,000. Group tax would fall by (40% − 20%) × 2,000,000 = $400,000.
A price of $160 may fall outside the arm's length range, so the tax authority in A could adjust it.

Answer: At $240 the group pays $400,000 more tax a year. A price below the arm's length level, such as $160, would save $400,000, but only if accepted. The adviser should recommend keeping to arm's length pricing, documenting it, and not using transfer pricing aggressively because of penalty, double taxation and reputation risk.

Exam tips

Set out a short table of routes and tax layers. It earns method marks even if one number is wrong.
Always finish with a recommendation and at least two constraints, such as arm's length rules and exchange controls.
Use the professional skills marks: show commercial awareness, scepticism about aggressive tax planning and clear communication to the board.
Read the scenario for hints on blocked funds, caps on remittances and treaty relief. These change the best route.
Link transfer pricing to behaviour: it can distort subsidiary performance measures and demotivate local managers.

Practice questions from The role of the treasury function in multinationals

Transfer Pricing and Cash Repatriation in other exams

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

Transfer Pricing and Cash Repatriation: frequently asked questions

What is the difference between transfer pricing and cash repatriation?

Transfer pricing is the pricing of internal transactions between group companies. Cash repatriation is the wider task of getting cash back to the parent. Transfer pricing is one of the tools used, alongside dividends, royalties, management charges and loans.

Why are royalties and management charges often preferred to dividends?

They are usually tax deductible for the subsidiary, so they reduce local profit and tax. Dividends are paid from after-tax profit. The benefit depends on withholding tax rates and on whether the charge is justified and acceptable to tax authorities.

What are blocked funds and how can a multinational deal with them?

Blocked funds are cash that a government will not let leave the country. The group can reinvest locally, use local loans, pay for local goods or services, or adjust transfer prices within the rules. Each option must stay within local law.

What is the arm's length principle?

It says that prices between related companies should match what unrelated parties would agree in similar circumstances. Tax authorities use it to adjust prices that shift profit artificially. You should mention it whenever you discuss transfer pricing.