what would be the risk free rate for 12 monthes and 24 months from  October 2003?
351428
Looking at USD Swap rates, 01-Oct-2003, 12 month rate was 1.24%, 24 month rate was 1.75%.  By the end of the month rates had risen to 1.48% for 12M, 2.17% for 24 months.\n\nA normal person wouldn't have been able to attain these rates though, these are the interbank rates.
284802
Try bankrate.com:\nhttp://www.bankrate.com/brm/default.asp
185174
This should answer it for you.\n\nhttp://www.investopedia.com/articles/01/103101.asp\n\nGood luck!!
1101527
The CPI for the last 12 months is 3.5%. \n\nYou can find it at http://www.bls.gov/cpi/
1056247
Assuming you mean 2004...\nhttp://www.investor.agilent.com/phoenix.zhtml?c=103274&p=irol-sec#3909546
896191
IT DEPENDS ON THE RATE US$ IN THE MARKET AND IT IS DAILY CHANGING.  IN THESE DAYS IT IS 1 US$= RS47/- APPROXIMATELY NOW YOU CAN CALCULATE THE RATE OF RS.3000/=
1137867
Scroll down to Sept 12, 2002 and several later quotes. \nhttp://www.forbes.com/markets/newswire/2003/09/02/rtr1070778.html
726102
2003 plus or minus 1 year
314414
$25,000 according to the SEC\nhttp://www.sec.gov/answers/daytrading.htm
243337
go to www.xe.com for current rates
313247
Try this website, the calculator can tell you values relative to the 2004 dollar which is close enough to the 2006 dollar for your purposes.\n\nhttp://eh.net/hmit/compare/
134054
Check Yahoo Finance link below.
1059111
use future value calculators (on the web). also excel programs have financial functions section.\nin the interest rate divide it by 12..\nso, 10% annual = 10/12% per months. 15 month, $326 per month.. in your example, the future  value would be $5185.81...if you want to find the interest portion then subtract 326*15-5185.81 = $295.81
877837
178500/122.75%\n=$145,417.52
267473
That is correct, but if you want to know how to figure that rate for each month it is the % rate divided by 12 months (3.99/12).  It is also important to know how it it compounded (some figure interest daily, and you pay more interest.  soem figure monthly), because it can mean a big difference in the interest paid by the end of year, even if it is the same interest rate.
303815
Bond pays out 7% of $5,000 24 times in 12 years remaining of its life. = $8.400. Viewed as a return on an investment of $3800 this is anominal rate of (700/3800) x 100 % p.a, = 700/38 = 18.4% p.a.
1077606
If you pay on 07/01/06, ie loan term 1 year and 3months, the interest  should be $475.46. \n\nBut hope the person who calculates it agrees with the three above.