Lump Sum vs Monthly Alimony Calculator
Calculate the present value of monthly alimony payments and compare to a lump sum buyout offer — find the fair settlement amount for both parties.
NPV comparison chart across durations, discount rate sensitivity table, and year-by-year value breakdown.
Investment return modeling, risk-adjusted NPV with remarriage/modification probabilities, and lifetime growth chart.
Lump Sum vs Monthly Alimony: The Core Trade-off
When divorcing spouses negotiate alimony, they face a fundamental question: periodic monthly payments or a one-time lump sum buyout? Each structure has distinct financial, legal, and practical implications for both parties. The financially rational comparison uses present value analysis — converting the stream of future payments into today's equivalent dollars.
A lump sum eliminates uncertainty for both parties. The payor closes out the obligation permanently. The payee gets immediate, risk-free cash. But the right number depends on the discount rate, duration, and the parties' respective risk tolerances.
Present Value Formula
Example: $2,200/Month for 7 Years
Lump Sum vs Monthly Comparison at 5% Discount Rate
A $160,700 lump sum is mathematically equivalent to 7 years of $2,200 payments at a 5% discount rate. The payor should prefer any lump sum below this figure; the payee should prefer any lump sum above it — everything else being equal.
Official Sources & References
Frequently Asked Questions
When to Consult a Family Law Attorney or CDFA
Present value math is only one factor in a lump sum vs monthly decision. Consult a family law attorney or Certified Divorce Financial Analyst (CDFA) if your case involves: significant uncertainty about the payor's ability to pay over time, tax treatment questions under TCJA (whether lump sum is deductible/taxable for pre-2019 divorces), retirement accounts subject to QDRO, or cohabitation clauses that would terminate monthly support. A CDFA can model the full financial trajectory of each option including investment returns, tax impact, and risk-adjusted value.