continue question:\nAssume that Ks = 12% and Do= $2.75. What will be the price of the companys stock three years from now?\n\n$7.17, 8.50,10.18,12.53 or 20.63
130211
Truly the correct answer to that question is whatever the market will bear. ;)
500410
1.) Ms. Jordan 275 / 2500 = 0.11 \n     0.11  x  100 = 11%\n\n2.) 900 students x 1.07 = 963 students .\n\n3.) Virus Scan  300 sec / 0.40 = 750 sec for 100%\n\n4.) Gasoline... 8882 / 0.85 = 10,449 BBLs per day.\n\n5.) Jerry's new salary is\n     18,500 x 1.105 = $ 20,442.50\n\n6.) Chen's Investment wound up being \n     6400 x 0.918 = $ 5875.20\n\nHave a nice day,\nZahbudar
581982
0.25% of the Share Transation Value.\n\nCA. Deepak Bholusaria
132307
$25,000 according to the SEC\nhttp://www.sec.gov/answers/daytrading.htm
554157
Solve a system of two equations\n\nx + y=3500  --Originaly investeed\nx(.05) + y(.08)=250  -- Annual return \n\nI got y = $2500\nand  x = $1000\n\nI hope it was helpful
472141
Problem 1: If a piece of real estate purchased for $75,000 in 1998 appreciates at the rate of 6% per year, then its value t years after the purchase will be f(t)=75,000(1.06^t). According to this model, by how much will the value of this piece of property increase between the years of 2005 and 2008? \n\nf=75000*1.06^3=89326.20\nincrease=89326.20-75000=$14,326.20\n\nProblem 2: The amount A in an account after t years of an initial principle P invested at an annual rate r compounded continuously is given by A=Pe^rt where r is expressed as a decimal. What is the amount in the account if $500 is invested for 10 years at the annual rate of 5% compounded continuously?\n\n500*e^.05*10=500*e^.5=$824.36\n\n\n\nProblem 3: Find the number log5(1/5). \n-1
652149
OK, let's put some numbers on the problem.  We have an asset with monthly volatility of about 10% and a near-zero expected return in the long run. How likely is it that its price will increase by 70% in five months?  If I am doing my math correctly, this would be a 3.17 standard deviation event, meaning that the likelihood of that happening is about 0.08%. \n\nIf you built an ARMA model, you could probably get a higher likelihood estimate though...  I'd run one out of curiosity, but I don't have eViews handy...
199512
If I knew the answer to this question I wouldn't answer it - I'd buy the stock myself. \n\nBut even the companies that are launching new product cannot know how successful they will be. \n\nIf the answer to your question was easy then everyone would know and the stock price would already be higher.
24709
C 30%\n\nBest to explain with an example:\nIf the coefficient was 1 then price movement of the S&P500 would be equal to price movement of stock X.
540387
Percentage Change = (P1)/(P0)-1 \n\nWhere P1 = Price now (6)\nand P0 = Price before (4)\n\n(6/4)-1 = 1.50 = 0.50 = 50%\n\nAddendum:  No wonder you can't figure out the problem. Your book is wrong. Trust me... it's 50%.  Click on one of the following links and they will back me up...\n\nhttp://www.csgnetwork.com/percentchangecalc.html\nhttp://www.notrain-nogain.org/Train/Res/Num/numbers.asp\nwww.newsengin.com/neFreeTools.nsf/PercentChange/formPercentChange\nhttp://en.wikipedia.org/wiki/Percentage
455931
I'd suggest speaking to a stockbroker about costs etc, and the returns would depend on the performance of the company.  I think they're about £4 a share just now, and they performed very well last year.  I've thought about it too because Tesco seem to be taking over the world just now...!
432022
http://finance.yahoo.com/q/bc?s=GBPUSD=X&t=2y
68113
There is not enough information in your question to determine what it is you are trying to find out.\n\nDo you mean to get your $30 back? If it is a dividend of $3 once a year then you would get your money back after ten years.
137377
The common stock shouldn't matter, so the price of the preferred is 5 / .11 = 45.45
224134
$5,874.75\n\n$63000 x 37.3% / 4
440670
End of June value is $5200\nAdditional purchases of $2500 = $7700\nLess stock remaining $2000 = $5700.
610016
Your estimation is dead on!  Nice job!\n\n100 Shares of a $300 stock, plus commission = $30010.\n\nTo find the exact break even point, I use the following equation:\n\n(P x 100) - $10 = 30010.  Where P is the final stock price.  With a little algebra, I can find P = 300.20  so the stock needs to rise from $300 to $300.20 per share.  What is the % increase?\n\n0.20 / 300 = 0.00067, or 0.067%.  Sounds like the person is using "percent of percent" [sometimes called "basis points"] rather than percent.