As a first-time investor, you wonder when the best time is to start investing and maximize your returns. Investing involves buying various assets and holding them to earn interest or profit from their growth. Starting early is a good strategy because it allows your investments to compound over time. So, the second-best time to start investing is now.
However, the ability to invest can vary depending on individual financial circumstances. To begin, consider investing small amounts of spare change or leftover cash after covering essential expenses and building an emergency fund. As your financial situation improves, you can gradually increase your investments.
To illustrate the power of the time value of money concept, let’s examine the future value of an annuity. This will help us compare the effects of early investing versus late investing. To learn more about the time value of money concept https://universainsight.com/2024/10/09/the-secret-to-financial-freedom-and-boosting-your-finances-is-to-understand-the-time-value-of-money/
If you’re a new investor, starting now is a great way to take control of your finances. It will help you maximize your potential returns.
Future Value of an Annuity
The future value of an annuity can be calculated for both Ordinary Annuities and Annuities Due. In finance, annuities are commonly used in mortgages, car loans, and retirement investments.
An ordinary annuity involves equal payments made at the end of each period. In contrast, an annuity due involves equal payments made at the beginning of each period. Since annuities are often used for retirement planning, let’s use an ordinary annuity example to illustrate the power of compound interest and consistent savings over time.
Let’s compare the retirement savings of two individuals who migrated to Canada at 25 and planned to retire at 70 by investing in a retirement account. Both individuals intend to invest $3,000 at the end of each year. Assume both investments grow at an annual interest rate of 10%.
- Individual A starts investing at age 25 and continues for 45 years until age 70.
- Individual B delays their investment and starts at age 40, investing for 30 years until age 70.
Solving the problem will be done using the formula to estimate the Future Value Annuity (FVA) = Annuity Payment (PMT) x Future Value interest factor factors for an annuity (FVIFAi, n). Using the Future Value Annuity Table makes it easier to find this FVIFAi, n
Given, PMT = $3000; interest rate = 10%; Individual A (number of periods) = invest from 25 to 70 (45 years) and Individual B(number of periods) = invest from 40 to 70 (30 years).
Individual A, FVA = PMT x FVIFAi, n = $3000 x 718.881 = $2,156,643
Individual B, FVA = FVA = PMT x FVIFAi, n = $3000 x 164.491 = $493,473
The exercise demonstrates the significance of investing early. Individual A, who started investing earlier, accumulated more retirement savings than Individual B. This highlights the power of compound interest, which benefits both individuals but has a more pronounced effect on those who start investing early and consistently.
Sources
Kimmel, P. D., Weygandt, J. J., Kieso, D. E., Trenholm, B., Irvine, W., Burnley, C. D., Booth, L., Cleary, W. S., Kohser, R. A., & Aly, I. M. (2020). Financial Management (2nd ed.). John Wiley and Sons Inc.
Madura, J. (2020). Personal Finance (Seventh Edith). Pearson Education Inc.