What are compound interest?
Compound interest Are interest rates that you have paid for or credited or credited interest. Basically, it is interest rates that arise on interest, which leads to an exponential growth of your capital invested when the interest is created instead of removing them. This effect is called compound interest effect.
What is the compound interest effect?
Compound effect means that you not only get interest on your original capital, but also to the interest that has already been obtained. So your money works twice: the paid -up capital brings interest, and these interest rates in turn bring interest. The longer you put on, the stronger this effect.
What is the compound interest formula?
The Compound formula reads: final capital = initial capital × (1 + interest rate/100)^term. This mathematical basis shows the exponential growth of your assets. An example: 10,000 euros in 5% interest after 10 years at 16,289 euros – 6,289 euros of which are pure interest income.
What is the difference between simple interest rate and compound interest?
The simple interest rate is only calculated on your original capital. This means that your interest rates remain the same in every period if the interest rate remains the same because they are only applied to the initial amount. You can have the interest paid out and then have them available. However, if you do not spend the money, but pest it, interest is calculated on both your original capital and the already generated interest. Due to the continuous interest rate, your interest income increases disproportionately over time.
What is the difference between nominal interest rate and real interest?
The difference between Nominal interest rate and real interest is crucial for your planning. The nominal interest is the specified interest rate, the real interest rate takes into account inflation. With 3% nominal interest rate and 2% inflation, the real interest rate is only 1%. So your money grows more slowly than nominal.
Why is the compound interest effect important for you?
The Compound effect It is important because it exponentially accelerates the growth of your invested capital. It is particularly important when it comes to asset structure, since your money is paid about long periods of time. Due to the reinvestment of the interest rates, the growth curve of your investment increases steeper over time.