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2. Lump sum payout vs. annuity from a pension: How to decide - AOL

   www.aol.com/finance/lump-sum-payout-vs-annuity...

   Lump sum vs. annuity: 6 factors to consider when making your decision. Everyone’s financial situation is different, so it’s important to consider a few key factors — such as tax implications ...

3. For My Pension Payout, Should I Take a $48,000 Lump Sum or ...

   www.aol.com/48-000-lump-sum-462-113000982.html

   Let’s assume you have no cost of living adjustments on the pension annuity or rate of return on the lump sum payment. Then, at $462 a month and $5,544 annually, you need to reach 8.65 years to ...

4. Types of Pension Payouts: Lump Sum vs. Monthly - AOL

   www.aol.com/news/types-pension-payouts-lump-sum...

   Pension plans are becoming less and less common in the private sector. But if you have a pension, you’ll likely have to make a decision whether to opt for monthly pension payouts or one lump sum ...

5. Defined benefit pension plan - Wikipedia

   en.wikipedia.org/wiki/Defined_benefit_pension_plan

   Defined benefit (DB) pension plan is a type of pension plan in which an employer/sponsor promises a specified pension payment, lump-sum, or combination thereof on retirement that depends on an employee's earnings history, tenure of service and age, rather than depending directly on individual investment returns. Traditionally, many governmental ...

6. Retirement plans in the United States - Wikipedia

   en.wikipedia.org/wiki/Retirement_plans_in_the...

   Retirement plans are classified as either defined benefit plans or defined contribution plans, depending on how benefits are determined.. In a defined benefit (or pension) plan, benefits are calculated using a fixed formula that typically factors in final pay and service with an employer, and payments are made from a trust fund specifically dedicated to the plan.

7. Retirement - Wikipedia

   en.wikipedia.org/wiki/Retirement

   Using i real =0.02, or 2% per year real return on investments, the necessary lump sum is given by the formula as (1-0.25)*0.80*60,000*annuity-series-sum(30)=36,000*22.396=806,272 in the nation's currency in 2008–2010 terms. To allow for inflation in a straightforward way, it is best to talk of the 806,272 as being '13.43 years of retirement ...