How to Calculate the Present Value of Annuities?
If you are offered ₹1 Crore today vs ₹10 Lakhs paid each year for 10 years, you will opt for ₹1 Crore today without batting an eyelid. You are aware that the purchasing power of the same amount would go down in the future due to the impact of inflation.
If you are 40 years old and expect your post-retirement expenses to be approximately ₹90,000 per month, you can use the present value formula/calculator to calculate the amount that you must start saving now.
The present value of a future payout represents the amount of money today, which, if invested at a certain rate of interest, would grow to the amount that you will need then. This process of calculating the present value of future cash flows is also called “discounting”.
PV = C × [1 − (1 + i)⁻ⁿ] / i
Where:
PV = Present Value (amount required today)
C = Cash flow per period (annuity payout)
I = Interest rate per period
n = Total number of payment periods
The amount to be invested each month during the “accumulation phase” is inversely proportional to the rate of interest. Most annuity plans allow you to start investing at the age of 40. Therefore, if you want to invest in annuity plans, you must put your money into some robust, high-growth insurance plans until age 40 before moving your funds into annuity instruments.
As annuity plans are one of the safest investments of all time, the focus is on capital preservation rather than aggressive growth. So, if you are looking for growth, investing directly in annuity plans may not be the best investment decision.
Yet, you can invest your windfall gains into deferred annuity plans and reinvest the annuity income if you do not need it. This way, you can keep your capital safe and enjoy better growth as well.
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