In many companies, shareholder loans play an important role in raising capital. With such loans, shareholders lend money to the company to bridge financial bottlenecks or finance investments.
In many companies, shareholder loans play an important role in raising capital. With such loans, shareholders lend money to the company to bridge financial bottlenecks or finance investments. However, the correct interest rate for shareholder loans presents many companies with a complex challenge under tax law, where it is essential to look at comparable companies.
Interest on shareholder loans is important in order to provide shareholders with an appropriate return on their investment. It ensures that the loan is not regarded as a gift-like benefit and that the legal requirements are met. In addition, the interest rate can also have tax implications, as the interest payments may be tax deductible as expenses.
Interest on shareholder loans can be calculated in various ways. The most common methods are
The arm's length principle must be observed when calculating interest on shareholder loans. This means that the agreed interest rates should be similar to those that would apply if it were a loan between independent third parties. This has also been confirmed by the Federal Fiscal Court (BFH) in its ruling ref. no. IR 62/17.
The case concerned a German company that had taken out a fully secured bank loan with an interest rate of 4.78% p.a., an unsecured loan from the seller with an interest rate of 10% p.a. and a loan from its sole shareholder with an interest rate of 8% p.a.. The loan from the shareholder had no collateral and ranked last in comparison to other debts, particularly other loans. The tax office considered the interest rate on the shareholder loan to be too high and only granted an interest rate of 5% based on the bank loan. The tax office saw the difference between the two interest rates as a kind of hidden profit distribution that increased the company's profit.
However, the BFH ruled that an unrestricted comparison with the bank loan was incorrect, as a third party would not grant a subordinated and unsecured loan at the same conditions as a senior and secured loan. The statutory subordination of shareholder loans is irrelevant for the arm's length comparison and does not prevent the application of a compensatory risk premium when determining the interest rate for an unsecured shareholder loan. Actual agreements with third parties (in this case the secured, senior bank loan) would have to be mathematically adjusted to compensate for special circumstances at affiliated companies before they can be used for the arm's length comparison. The BFH thus followed the OECD transfer pricing guidelines.
The correct calculation of interest on shareholder loans is crucial in order to avoid tax risks and meet the requirements of the arm's length principle. By observing the various calculation methods and applying appraisers in accordance with the IDW S1 standard, companies can ensure that their loans are subject to appropriate and tax-compliant interest rates. SmartZebra's tools and expertise support this process efficiently and reliably.
The interest rate is important to provide a reasonable return to shareholders, ensure tax deductibility and prevent the loan from being considered a gift-like benefit.
There are three main methods: Fixed rate, variable rate and profit-based interest.
The arm's length principle states that the interest rates of shareholder loans should be comparable to those of independent third parties.
The BFH ruled that a comparison with a secured bank loan was incorrect and that a risk premium should be applied to a subordinated, unsecured shareholder loan.
The OECD Transfer Pricing Guidelines support the need for a risk premium when setting interest rates for shareholder loans.
SmartZebra provides tools and data that simplify the complex process of calculating interest, enable accurate analysis and ensure compliance requirements are met.
We support you in researching the data with a short training on how to use the platform.