The Power of Compound Interest Working Rule with Calculation

Learn The Power of Compound Interest Working Rule with Calculation. The power of compounding is important to act by adding interest. The amount of money you invest will generate earnings from both the initial principal amount and the accrued earnings from the preceding compounding period. The power of compounding helps to grow your wealth over time. The compounding is called a long-term investment strategy. When you own a mutual fund the compounding will allow you to earn interest on your principal. The compounding occurs when you reinvest earnings. The mutual funds are re-investing your interest/dividend. They will receive additional units. By this, you earn a return on your return and principal. The technique of making your money works hard for you. It is a powerful tool that an average investor can use to plan life’s financial goals as retirement. The longer period of investment will give more money. To take the benefit of compounding we have to start saving and investing as early as possible. In mathematically words compounding is defined as an increase in the value of an investment. It occurs due to the interest earned on the principal as well as accumulated interest.

Rule

Control your expenses :The principle of compounding works in the same way that you invest Rs. 100/Rs. 10,000. If you invest a substantial amount, interest can increase significantly.

Start early : You should start investing from the moment you begin earning. But if you crossed that stage then start investing now. We have to start investing at an early stage because you can create a base for funds to grow. Then we can expand in the future with help of compounding.

Be disciplined :To create a healthy corpus and meet the financial goals on time. This is critical to have investment discipline. While investing regularly at the start of your investment journey you should ensure discipline.

Learn patience :Some investors look to chase quick returns. But in the attempt to earn quick money they will make mistakes that result in a big loss. The power of compounding magnifies over time and helps to a long-term approach towards investing.

Working

There are different types of investments as fixed deposits and mutual funds. They will reinvest the earnings on your money over time, from interest/capital gains that help to generate additional earnings.

The power of compounding works by growing wealth exponentially. The earned profit is added back to the principal amount. Then reinvests the total sum to accelerate the profit earning process. Here the first-year interest is added to the principal. And for the second year principal earning interest is high. Each succeeding year interest will be greater than in past years. If you invest Rs 1 lakhs today in an investment growing 10% annually compounded then after 20 years investment would be worth as much as Rs 6.73 lakhs.

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Calculation

Compound interest can be calculated by formula, Example of two persons as one of them starts investing an amount of INR 1,000 at the age of 25 and the other begins at 35. Assume a rate of return of 12% compounded annually for both of them there are 50 as former that has accumulated an amount of INR 17.9 lakhs. Later it would have accumulated INR 5 lakhs only. A=P (1+[r/n]) ^nt


Compound interest

It means the interest on interest. At the time when you earn interest on your principal, is added to the original amount. This becomes the principal for the next cycle. Also allows exponential growth for your interest. The compounding interest can be good/bad depending on the saver/borrower.


Benefits

The investor can appreciate the power of compounding to the value of time. By using this time you can gain returns and yields on these returns. They can generate returns to increase your investments. Saving money and earning the compound interest amount per year is the best thing.


Summary

In this article, we have explained the power of compounding in short. The working and advantages will help the investors you invest in the compounding scheme.


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