Annuity Due

  

Categories: Insurance, Tax, Retirement

Annuity due is different from annuity dude, the guy who sold you the annuity in the first place.

An annuity due is an annuity that pays at the beginning of a time period. If you have an annuity due and you get monthly checks from it, you can expect those checks to start showing up at the start of the month (rather than later).

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Finance: What is Annuity?58 Views

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finance a la shmoop. what is an annuity? a new it tea? maybe like you know the ones

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that Instagram models advertise. yeah those. no it's not new. but the a new [picture of tea]

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thing there at the beginning of the word no nothing to do with proctology. get

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your head out of there. the ANU is short for annual- and that's the kind of you

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know derivative of the word there that applies. an annuity is a kind of weird

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insurance policy with hundreds of twists and flavors and special options

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investors can buy. let's say that the wonderful Cathy clueless invests a 100

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grand in an annuity when she's 52 years old and she does nothing. from the way

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the annuity contract is set up when she the investor turns 72 which is when she

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plans to fully retire from her career as a professional interpretive dancer, she

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can withdraw a thousand dollars a month for as long as she lives. so you think

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hmm this is a weird shell game right? well she put in a hundred grand 20 years

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earlier and now she gets a grand a month for as long as she lives. well how long

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will she live? and what happened to that hundred grand ?it was that a good deal or

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a bad deal ?well first things first the insurance company will likely have a [man frowns]

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decent actuarial table to estimate how long interpretive dancers live. that is

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they take data on factors like you know how often Cathy goes to CrossFit, whether

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she engages in healthy habits like texting and driving, and you know the

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food she eats and if she takes part in any dangerous activities like you know

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skydiving. and well then they estimate and she lived to be 90 that is she'll

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live 18 years after age 72 which is when she starts getting that grand a month or

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eighteen times 12 and yes we're gonna ignore time value money here for a

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moment. that equals 216 months of collecting a

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grand a month from her annuity and you may think all those insurance companies

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they're suckers. they made a bad deal. but then you look at their nice collection

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of jets and buildings and your probably wrong yeah. well they only took

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in a hundred grand and they have to pay out two hundred sixteen thousand dollars? [equation]

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well yeah let's go back to the offices. there of fools gold insurance. do they

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look like suckers no actually give suckers to buyers, but that's a different.

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story so forensicly we go back to the original hundred grand that Kathy gave

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to the insurance company. remember that rule of 72? yeah that one .will you take

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the compound interest rate at which some investment grows, divided into 72 and

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that's how long it takes to double. well the insurance company has historically

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invested in a combo of stocks bonds real estate hedge funds and other things, such

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that it gets about 7.2 percent a year return with a relatively safe portfolio.

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so then if Kathy clueless invested 100 grand at age 52 ie handed over that [annuity math explained]

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hundred grand to the insurance company so it's all theirs, yep then when we

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divide that 7.2 into 72 and it's 10 meaning it takes 10 years

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for that money to double. so it'll double by the time Cathy's 62 ,that hundred

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grand goes to 200 grand when she's 62, and it still has another decade of

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compounding before she even touches. it so let's do another rule of 72 doubling,

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with that 7.2 thing in yeah that 200k has compounded again to double and be

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worth 400 grand to the insurance company by the time Kathy is 72 and then begins

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to withdraw cash, well to keep the math simpler let's forget the monthly numbers [ATM machine spits out money]

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and just note that she takes out $12,000 a year now right? well that's 12 months

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times a grand a month and well that 400 grand continues to compound again it's

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7.2 percent. that is it grows in value in year 1 at about 29 grand. and the

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insurance company only has to pay Kathy clueless $12,000 a year, so at the end of

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year 1 her account is worth 429 K minus 12 K or about 417,000$. that is even

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with a grand a month payout her account value grew and with compounding each

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year it will grow more than it did the year before and she'll be withdrawing

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way less money than the principal will have grown. if she lives to a hundred

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fifteen the insurance company will still have done well because in this

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particular policy they keep the money at the end.

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now some policies have a life insurance kicker like had she died before she was

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72 her grandkids would get a half a million dollar payout, or her original

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hundred grand would be distributed to her heirs ,or the save-the-whales

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foundation, or something like that. or there'd be some other twist and turn

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that makes the annuity complex and hard to figure out from a mathematics

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perspective for non professionals and the insurance biz. adding to the friction [woman is lost driving down the road]

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is the fact that there are usually very high commissions and fees charged to

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people like Cathy clueless. note her last name there. and they don't realize that

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if they had just been disciplined and put that original hundred grand in an

04:54

index fund and forgotten about it well, they'd have come out vastly better than

04:58

buying that annuity. so why do people buy annuities in the first place? well why

05:02

did people invest in Enron and bad real estate in places and you know some

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people just aren't financially literate enough to make wise decisions about

05:11

their future and they end up investing for retirement in an inefficient vehicle

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like an annuity and you know talk about bad fuel economy and stuff like that. [ car smokes as it is driven]

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they have good brokers though who really know how to make a commission selling

05:24

him maybe they should have watched this video right?

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