| Investing is an example of literally having your money | | | | In order to figure out potential earnings, the simple |
| work for you. Investing in one aspect of business (the | | | | interest calculator will require you to input certain values |
| initial investment being called the principal) means that a | | | | into it before it can make its calculations. Generally, the |
| percentage of the initial investment is added to the | | | | calculator will first ask you for the principal amount you |
| principal after every certain intervals, the results of | | | | wish to invest in. this is the money that you first put into |
| which allows your money to grow without the need to | | | | the investment that has yet to return any interest. |
| do anything else. The greater the total amount | | | | Following this, the calculator will now require you to |
| invested, the greater the amount of money earned | | | | input the interest rate that comes with the investment. |
| through the compounding of interest. A person who | | | | Interest rates are generally the percentage of the |
| invests millions of dollars therefore, stands a chance of | | | | principal amount that you can earn for every specified |
| earning a substantial amount of money every month. | | | | interval. Most interest rates are offered either on a |
| This further increases as the total amount grows. For | | | | monthly, semi-annually, or annually basis. Lastly, the |
| people who would like to know the amount of money | | | | calculator will now ask you the length of time you |
| that they could earn within any given amount of time, a | | | | would like to maintain the investment. This is the |
| simple interest calculator is used. | | | | specified time after which will give you the total |
| The premises of the simple interest calculator are very | | | | amount you have earned. |
| easy to understand- it merely calculates the total costs | | | | Interest is calculated by multiplying the principal with the |
| of interest after a specified amount of time. People | | | | interest rate, and then multiplying again with the number |
| often avail of this tool to gauge how money they could | | | | of years or months the investment is maintained. As |
| earn within a time frame, and to compare different | | | | an example, if you wish to invest $1000 in a plan that |
| investment plans of varying interest rates to determine | | | | offers an annual interest rate of 2%, and plan to keep |
| which plan they should use in order to earn the most | | | | the investment for 3 years, then $1000 multiplied by |
| amount of money in the shortest amount of time. | | | | 2% (or.02) multiplied by 3 would then give you a total |
| Likewise, the simple interest calculator is also used for | | | | of $60 interest. This would give you a total of $1060 all |
| those who are borrowing money from a loan, and | | | | in all. If you choose to keep this sum in the investment |
| would like to calculate the total amount that they would | | | | plan for another three years with the same interest |
| need to repay their lenders after a certain time has | | | | rates, then the interest would be $63, and the total |
| elapsed. | | | | investment would be $1123.60. |