Lump Sum Formula:
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Definition: This calculator determines the equivalent lump sum amount for a series of monthly pension payments considering a discount rate and time period.
Purpose: Helps individuals compare taking a lump sum payout versus receiving monthly pension payments.
The calculator uses the formula:
Where:
Explanation: The formula calculates the present value of an annuity (series of equal payments) discounted by the interest rate over the payment period.
Details: This calculation helps retirees and financial planners make informed decisions about pension payout options by showing the time value of money.
Tips: Enter the monthly payment amount, annual interest rate (as decimal), and number of years. All values must be > 0.
Q1: What interest rate should I use?
A: Use a conservative estimate of what you could earn by investing the lump sum (typically 3-5% or 0.03-0.05).
Q2: Does this account for inflation?
A: No, for inflation-adjusted calculations, use a real interest rate (nominal rate minus inflation rate).
Q3: What if my pension has cost-of-living adjustments?
A: This calculator assumes fixed payments. For increasing payments, a more complex formula is needed.
Q4: How does life expectancy factor in?
A: The "years" input should reflect your expected payment period (often life expectancy minus current age).
Q5: Which option is typically better?
A: It depends on your investment returns, life expectancy, and financial needs. Professional advice is recommended.