sunshinegal1981
Established Member
Joined: Jan 2, 2011 12:40:31 GMT -5
Posts: 373
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Post by sunshinegal1981 on Mar 6, 2012 16:54:37 GMT -5
Ok, so I am getting my feet wet with respect to investing, by playing around on one of the sites that allows you to fake invest fake money.
What I want to do, is figure out if I am correctly calculating my annual percentage return for the year to date. (I am sure I am not even using the correct terms, so please verbally admonish me or do whatever you need to do so I learn.)
From today's article on CNNMoney: "While March has not been a good month so far, the Dow is still up 4.4% for the year. The S&P 500 has gained nearly 7% and the Nasdaq is up 11.7% year to date."
How do I figure out MY year-to-date percentage?
I invested $10,000 of fake cash on Jan 2nd (pretend it was Jan 1st, whatever), and today (March 6) I have $10,459.
I *think* I know how to do this calculation, but can someone please walk me through it so I can confirm I am doing it right?
What percentage do YOU end up with, for this?
Thanks in advance!
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Deleted
Joined: Nov 25, 2024 8:37:32 GMT -5
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Post by Deleted on Mar 6, 2012 16:56:18 GMT -5
459/10000 = 4.59%
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rovo
Senior Member
Joined: Dec 18, 2010 14:20:19 GMT -5
Posts: 3,628
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Post by rovo on Mar 6, 2012 20:44:27 GMT -5
(Current Value - Starting Value) / Starting Value * 100%
($10,459 - $10,000) / $10,000 * 100%
( $459 ) / $10,000 * 100%
0.0459 * 100%
4.59%
or another approach ...
((Current Value / Starting Value ) -1 ) * 100%
(( $10,459 / $10,000 ) -1 ) * 100%
((1.0459 ) -1 ) * 100%
0.0459 * 100%
4.59%
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sunshinegal1981
Established Member
Joined: Jan 2, 2011 12:40:31 GMT -5
Posts: 373
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Post by sunshinegal1981 on Mar 7, 2012 3:11:51 GMT -5
K, wait......
Let me ask a different way....
If I continue at the pace I'm currently going at, until Dec 31st 2012.... What will my annual rate of return be THEN?
As in.... I was hoping to get this converted into an "annual average" or something....? Can someone help me out with the terminology here?
I'm not being clear at all, am I? :-((((
It seems to me that if $10,459 was what I ended up with on Dec 31 2012, THEN you could say my annual rate of return is 4.59%.... but given that we are only 2/12 months in, at this point, wouldn't my effective 'rate to date' be ..... higher than 4.59%?
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Deleted
Joined: Nov 25, 2024 8:37:32 GMT -5
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Post by Deleted on Mar 7, 2012 3:32:51 GMT -5
ok So far 66 Days have gone by. You have "made" $459.00, Which is Equivalent to $6.95454545454 Per Day. Assuming that you were able to "make" an Equal amount each day for the rest of the year, You would Hypothetically have "made" $2,079.4090909 for the year. That Of Course would be Roughly 20% of $10,000. So Hypothetically you would end up with $12,079.4090909. However, One can not assume that they will make a Set amount EVERY day, nor should they expect to. Investing is never that cut and dry - and anyone thinking that it is,are setting themselves up for failure before they even start.
And BTW, I am not trying to be Rude - I am just trying to be as straight forward as possible.
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sunshinegal1981
Established Member
Joined: Jan 2, 2011 12:40:31 GMT -5
Posts: 373
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Post by sunshinegal1981 on Mar 7, 2012 10:00:34 GMT -5
ok So far 66 Days have gone by. You have "made" $459.00, Which is Equivalent to $6.95454545454 Per Day. Assuming that you were able to "make" an Equal amount each day for the rest of the year, You would Hypothetically have "made" $2,079.4090909 for the year. That Of Course would be Roughly 20% of $10,000. So Hypothetically you would end up with $12,079.4090909. However, One can not assume that they will make a Set amount EVERY day, nor should they expect to. Investing is never that cut and dry - and anyone thinking that it is,are setting themselves up for failure before they even start. And BTW, I am not trying to be Rude - I am just trying to be as straight forward as possible. Thanks, DI! That's more along the lines of what I meant. Except I think you meant I would end up with $12, 538 ($12,079 would be just for the 299 days LEFT of the year... you'd still need to add the $459 I ALREADY made), which brings the rate closer to 25% by my calculation. This is equation I used: 10459=10000*(1+(R/365))^((365*(D/365))) Where R is the effective annual rate and D is the "current investing day", ie. 65 or 66 in this case. WHen I plug in the numbers and try to solve for R, I get an effective annual rate of 0.25, pretty much. And YES... obviously I cant expect the remaining 299 days to be like the first 66!!!!!! I'm green, but not THAT green, guys. ;-) Just having a little 'fun with numbers' to make sure I understand things. TY again!
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Deleted
Joined: Nov 25, 2024 8:37:32 GMT -5
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Post by Deleted on Mar 7, 2012 14:52:27 GMT -5
Reread this line -
ok So far 66 Days have gone by. You have made $459.00, Which is Equivalent to $6.95454545454 Per Day.
365 X $6.95454545454 = $ 2,538.4090909
Yup. My Bad it was really late (or Early depending on how you look at things).
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