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Finally, this was the return on a six month period. Annualized, that rate of return would be 21.14%. In other words, this is a better deal than depositing $100 per month for 6 months in a savings account that promises an APY of 20%.
Only three things wrong there.If you are depositing $100 every two weeks thats equivalent to $216.66 per month. If you were depositing that money into an account with an APR of 20.00% your account balance would look like this:
month 1 = 220.27
month 2 = 444.21
month 3 = 671.88
month 4 = 903.34
month 5 = 1138.66
month 6 = 1377.90
If you carry out the year it looks like this:
Wellllll...NO.
It might work differently on the SKYW side of the house. Although the ASA version does allow you to 'change' the % (and therefore, cancel contributions) at any time, the changes will only take affect at the purchase time, either 1 Jan or 1 July. So even though you can request the change through 'Computershare' (something tells me this was the lowest cost provider of this service...) at any time, the change will not be made until the end of the 6 month period.
The changes will not touch any amount purchased during the 1 July 08/1 Jan 09 time frame. However, the 1 Jan 09/1 July 09 time frame will now be limited to only a 5% discount from the closing share price at the end of the period.
The value to the ASA/SKYW employee has been dramatically reduced.
You are absolutely right. Please disregard my uninformed drivel. I am in the presence of financial genii.Andy, your calculations are indeed incorrect, or at best-misleading......
5% discount is a 5% discount... It does not matter when it takes place. You are calculating this as though the return is additive, but it is not. You get 5% return for the first six months and a separate 5% return on the second six months-these are separate accounts.
These accounts are not co-mingled, so they are not addative-the second 5% DOES NOT piggback on the first 5%. It starts all over.
You are mis-applying the concept of "dollar-cost-averaging," in effect-you are compounding the 5% a few times more than it actually can be.
Sky,
Answer one excruciatingly simple question.
What would the APY need to be for a savings account that could deliver the $68.42 in interest from bi-weekly contributions of $100 over a six month period?
I maintain that is in the neighborhood of 21%. Most of you seem to think it is in the neighborhood of 5%. What do you think?
Money saved by changing the ESSP will be redirected into a reintroduced Profit Sharing program. The Performance Rewards program will remain unchanged. The ROTH 401(k) option sounds nice. The changes may be of benefit to the HCE under the existing 401(k) plan. All things considered, these may be good changes.
Sky,
Answer one excruciatingly simple question.
What would the APY need to be for a savings account that could deliver the $68.42 in interest from bi-weekly contributions of $100 over a six month period?
I maintain that is in the neighborhood of 21%. Most of you seem to think it is in the neighborhood of 5%. What do you think?
Deep breath...clear your mind of all preconceived notions and focus on the question.You seem to see compound interest in this transaction somewhere. I don't. The interest is paid once per six months, and it is not compound.....
What your calculation is assuming is a 5% return each time a contribution is made-based on a "dollar-cost-average" balance.
If this were correct, people would have been making at least 63% in the program so far, and they clearly are not.
Don't confuse compound interest with a dollar-cost-average return estimate. You calculation is so far off, I can't understand how you don't see the mistake.
Deep breath...clear your mind of all preconceived notions and focus on the question.
Let's pretend someone is going to go to the bank and make a $100 deposit every two weeks in a savings account that pays X% interest. In order to have a total of $68.42 interest paid after 6 months, how much would X have to be?
Deep breath...clear your mind of all preconceived notions and focus on the question.
Let's pretend someone is going to go to the bank and make a $100 deposit every two weeks in a savings account that pays X% interest. In order to have a total of $68.42 interest paid after 6 months, how much would X have to be?
You're well short of the mark. Here is the deposit by deposit result if interst were compounded by 1/26th of the annual rate of 18.983% every 2 weeks over the course of 6 months.Just shy of 9% compounded monthly?
Fair enough. What is your plan to do with $100 every two weeks if you don't do this?I don't think the point is how big of a percent it does or does not return.
I think the point is, to put in $1200 in 6 months and get $68.42 back before trading commissions and taxes, it's just not worth the hassle.
Fair enough. What is your plan to do with $100 every two weeks if you don't do this?