Key Takeaways
- A $1 million annuity could pay $5,993 a month or $71,916 a year for a 65-year-old woman purchasing an immediate single life annuity.
- Annuity providers calculate the monthly payout of a $1 million annuity based on factors such as the type of annuity and the annuitant’s age and gender.
- The older you are when you start to receive payments, the larger those payments will be, and men’s payments will be larger than women’s since women live longer.
Annuity.org used data from Cannex, an independent company that provides access to a database of updated annuity products, to calculate the expected monthly payments of a $1 million annuity.
The estimates shown are for an immediate $1 million annuity with lifetime payments. The payouts listed for a joint annuity with a male and female spouse assume that both spouses are the same age and that payments remain level if either spouse is alive.
Monthly Payouts for $1 Million Immediate Lifetime Annuity
Age | Male | Female | Joint Life |
60 | $5,715 | $5,504 | $5,049 |
65 | $6,288 | $5,993 | $5,414 |
70 | $7,105 | $6,694 | $5,927 |
75 | $8,337 | $7,731 | $6,652 |
80 | $10,242 | $9,389 | $7,812 |
Annual Percentage* Payouts for $1 Million Immediate Lifetime Annuity
Age | Male | Female | Joint Life |
60 | 6.86% | 6.60% | 6.06% |
65 | 7.55% | 7.19% | 6.50% |
70 | 8.53% | 8.03% | 7.11% |
75 | 10.00% | 9.28% | 7.98% |
80 | 12.29% | 11.27% | 9.37% |
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For a 65-year-old woman investing $1 million, receiving a guaranteed $5,993 per month is a great strategy for retirement planning, as you can rely on that income throughout your lifetime. The good news is that annuities offer a secure method of generating predictable income during retirement. There’s no market risk or fees involved, just a fixed amount of income over a specific timeframe, which is why retirees appreciate them.
Case Studies
To understand how different factors impact the approximate payout of a $1 million annuity, let’s look at three different scenarios. These case studies represent hypothetical estimates and are meant to give you a general idea of how different customers might receive different payouts for the same premium amount.
These payout estimates were calculated using Cannex data.
Scenario 1 – Bob
Name: Bob
Age: 70
Looking to Invest: $1,000,000
- Bob wants a guaranteed income stream for life
- He purchases an immediate annuity with a lifetime payment
Monthly Payout: $7,105
Bob has retired and wants to turn his savings into a guaranteed stream of income he can’t outlive. He purchases a $1,000,000 immediate annuity that pays approximately $7,105 a month, or $85,260 a year.
The estimated payout of Bob’s annuity assumes that he chose a straight life annuity with no period certain and no death benefit. This means Bob’s annuity will pay out until he passes away, at which point, the insurance company will keep the remaining premium and his beneficiaries will not receive the remaining amount of the annuity payments.
Scenario 2 – Linda
Name: Linda
Age: 65
Looking to Invest: $1,000,000
- Linda wants guaranteed income in retirement
- She purchases an immediate annuity with a lifetime payment
Monthly Payout: $5,993
Linda’s circumstances are in many ways similar to the previous scenario. She’s a retiree who purchases an immediate lifetime annuity to set up guaranteed income she can’t outlive. However, Linda’s $1,000,000 annuity pays $5,993 a month, over $1,000 less than what Bob’s annuity pays.
Linda gets a lower payout from her annuity because the insurance company expects her to live longer. The younger you are, the smaller your payments will be. Women also have higher life expectancies than men, so women tend to get lower monthly payments than men. A 65-year-old man who purchases a $1,000,000 immediate annuity might receive $6,288 monthly, or $75,456 a year.
Scenario 3 – George and Martha
Name: George and Martha
Age: 65 and 65
Looking to Invest: $1,000,000
- George and Martha want guaranteed income that lasts for both their lifetimes
- They purchase an immediate annuity with a joint life payout
Monthly Payout: $5,414
George and Martha purchase an immediate annuity to generate income for their retirement. The annuity they buy is called a joint and survivor annuity, and it guarantees payments as long as either George or Martha is alive.
Joint and survivor annuities tend to have lower payouts than single life annuities because they are likely to pay out for longer. In this example, George and Martha’s $1,000,000 annuity pays an estimated $5,414 a month.
Factors That Impact How Much a $1 Million Annuity Pays Monthly
Annuity providers calculate payouts differently for every annuity contract. An annuity with a $1 million premium can have widely varying monthly payments depending on several factors.
- Annuitant’s age: Life expectancy factors into annuity payout calculations because the longer you live, the more payments you’ll receive. So the older you are when you start getting payments from your annuity, the higher your payments will be.
- Annuitant’s gender: Because women tend to live longer than men, they usually receive lower monthly payouts than men of the same age would.
- Payout period: As mentioned, the longer the insurance company expects to pay out your annuity, the lower your monthly payments will be. An annuity that only pays out for a set period, like 10 years, will have higher monthly payments than a lifetime annuity, and a lifetime annuity will have higher payouts than a joint and survivor annuity that covers two lifetimes.
- Type of annuity: Calculating payouts on an immediate annuity is relatively simple because the contract starts paying out right away. Other types of annuities accumulate value, either through equity subaccounts, index crediting or a fixed interest rate. With these annuities, the payout cannot be calculated without knowing the value of the contract when it converts to income.
- Riders: Some contract provisions and riders that owners add to their annuities can lower the monthly payment amount of the contract. Riders like a return of premium rider or a death benefit rider can represent a greater risk to the insurer, so payment amounts may be lowered to offset that risk.