A parent company in Country H (corporate tax 25%) buys a component from its own subsidiary in Country L (corporate tax 10%) at an inflated internal price. Shifting £80m of a £100m profit to L cuts the total tax paid from £25m to £13m, saving £12m.

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Download PNGThis diagram shows a multinational with its parent company in Country H, where corporate tax is 25%, and a subsidiary in Country L, where corporate tax is 10%. The subsidiary supplies a component to the parent, and the parent pays the subsidiary an internal price for it. Without transfer pricing, all £100m of profit is recorded in H and taxed at 25%, so the tax paid is £25m. With transfer pricing, the parent pays an inflated internal price, which shifts £80m of profit to L: H records £20m of profit and pays £5m in tax, and L records £80m and pays £8m. Total tax falls to £13m, saving £12m, although the multinational's total profit is still £100m.
Explain the mechanism step by step with the numbers. The parent company in Country H pays its own subsidiary in Country L an inflated internal price for a component. That raises the parent's costs, so profit recorded in H falls from £100m to £20m, while profit recorded in L rises from £0m to £80m. Taxed at 25% in H and 10% in L, the multinational's total tax falls from £25m to £13m, a saving of £12m. Use the arm's length principle as the benchmark: internal prices should match what unrelated firms would charge.
Students often say the multinational makes more profit through transfer pricing; in the diagram total profit is £100m either way, and only the tax paid changes. Another slip is to reverse the flows: the component goes from the subsidiary in the low-tax country to the parent, and the inflated price is paid by the parent to the subsidiary, which moves profit into the low-tax country.
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