I have an index annuity. It’s not at all hard to understand. If the S&P index rises by 10%, my account rises by 10%. If the S&P’s have a bad year and falls by 10%, my account doesn’t move up or down. My annuity is not affected by any losses in the S&P index, only by the gains.
Right off the bat I can see you don’t under stand it ...you can NEVER GET WHAT THE INDEX GETS. ...index linked annuities get nooooo dividends and dividends account for 20-30% of the s&p return .....your participation rate is also likely capped because the options they use are capped . It may be capped at a max of 10% but you certainly don’t get unlimited gains unless the point you start seeing anything extra is raised ... index annuities are either uncapped but need a minimum gain that is higher before you see an extra dime , or they cut in lower but are capped at a max ...
in short most years it is more like a cd on steroids not a proxy for a real equity investment...
I suggest you learn to understand what you bought because you obviously don’t understand how an index linked product works... I described in my post somewhere , just how you can do these on your own ...so don’t believe for a second that your explanation above is correct ... you get no dividends and your participation rate is likely a capped version ,it can never return what the index does .
So get back to us after confirming you get no dividends and tell us what your actual participation rate is ..it is in the plan offering .
Here is exactly how it’s done so you can hopefully understand why your understanding of what you think it is can’t possibly be .
By far, the simplest way to set up an EIA is to do it in an uncapped version. The simplest uncapped replication portfolio consists of a 1 year fixed income investment (such as a CD) and a call option on whatever equity index ETF you want exposure to. So let us assume you can buy a 1 year CD that yields (APY) 4%, you want exposure to the S&P 500, you have $100,000 to invest, and you want a minimum yield of 1%. To replicate an EIA, you would buy the following:
CD: You want $101k in a year, so you invest $101,000/1.04 = $97,115 in a 1 year 4% yield CD. In a year, the CD matures and you get $101,000, which is your desired minimum payout.
Options: Your CD purchase leaves you with $100,000 - $97,115 = $2,885. You take this amount and buy at the money 1 year call options on the S&P 500 indexETF (ETF symbol SPY). At the money means that the option exercise price is about equal to whatever the ETF sells for today. So with SPY trading at $137.93 as I write this in April 2008, we wish to buy April 2009 calls with a strike of $138. Such a thing doesn’t exist, so we will settle for the closest month we can get, which is March 2009. March 2009 calls (Symbol SFBCH) sell for $12 each and must be bought in contracts on 100 shares each, so you want to buy $2885/$1200 = 2.4 contracts, but must buy 2 contracts for $2400.
So you end up with a CD that will pay $101,000 in a year, $485 in cash, and options on 200 shares of SPY struck at 138. The options cover a notional amount of $138 X 200 = $27,600, so your “participation rate” in the index is 27,600/100,000 = 27.6%, meaning that you catch 27.6% of the appreciation of the S&P 500 through next March while bearing none of the downside. When the options are about to mature, you can sell them for cash, assuming the market has gone up and they are worth anything. Otherwise, you collect your $101,000 from the CD, have your $485 plus whatever interest it generated, and decide if you want to play this game again for another year.
or
Instead of having a small, uncapped participation in the index, you could have a larger participation but cap it at a given level. This is essentially what is done inside the EIA contract sold by most insurers. To replicate the EIA, you would buy the same CD as in the above example. However, the options portion would include:
1) Buy the at the money options on the index as in the above example
2) Sell out of the money options for the same expiration date and underlying ETF.
An example will be helpful:
Lets assume that you would be willing to cap your upside in return for a higher participation rate. That means you want to buy call options at the money ($138 strike) and sell call options at a strike that is about 10% higher ($152 strike). The $152 strike options currently trade for about $5.50 a share. So we buy:
4 contracts of the at the money options (SFBCH) for 400X12 = $4800
And we sell:
4 contracts of the 10% higher strike $152 (symbol SYHCV) and receive cash of $400X5.50 = $2,200.
Total out of pocket for the options is $4,800 - $2,200 = $2,600.
So you end up with a portfolio that consists of a CD that will pay you $101,000 in a year, $285 in leftover cash, and a package of options that gives you up to 10% of the upside on 400 X $138 = $55,200 worth of the S&P 500 index. Note that by capping your potential upside you have increased your participation rate to $55.2% of your $100,000, or double the uncapped version.