do you get dividend every months or weeks?  and how do you know what you will get from the divident.  I put in 20 dollars a week  a week ago and they send me 4 cents at the end of this month. I thought i was suppose to get 4.47%?  4.47% of 20 is about 89 cents.
124167
i'm not exactly sure how it works, but the 4.47% (or whatever it is) is the APR, the percentage of money you will make at the end of the year. they might pay you monthly, but it won't be 4 and a half percent a month but over the entire year.
296836
First off, stop trading penny stocks, you will almost certainly lose money, particularly if you don't understand some basics like how the spread works.  To answer your question 0.0001 is one hundredth of a penny.  You need one hundred of them to make one cent.\n\nSecondly, you should probably not even attempt day trading at this point.  You need to have a much better understanding of how this all works.  Take some time, take a course, read some books, learn from some other traders, but whatever you do, don't try and trade penny stocks!!
156190
OK, so the annual dividends are:\n\nTime 1   $5\n     2   $5×1.15\n     3   $5×1.15²\n     4   $5×1.15²×1.06\n     5   $5×1.15²×1.06²\n     6   $5×1.15²×1.06³\n     7   $5×1.15²×1.06³\n     etc\n\nDiscounting the first 5 payments:\n\n\n5v + 5×1.15v² + 5×1.15²v³ + 5×1.15²×1.06v^4 + 5×1.15²×1.06²v^5\n\n= 4.6296 + 4.9297 + 5.2492 + 5.1520 + 5.0566\n\n= 25.0172\n\nNow the PV of teh remaining payments is:\n\n 5×1.15²×1.06³( v^6 + v^7 + ...)\n=5×1.15²×1.06³v^6 (1 + v + v² + ...)\n\nInside the brackets is an infinite geometric series with first term a = 1 and common ratio r = v.  Using the sum to infinity formula, a/(1-r), we get:\n\n1/(1 - v) = 13.5\n\nMultiplying this by the  5×1.15²×1.06³v^6 bit is:\n\n13.5 × 4.9630 = 67.000\n\nHence the total PV is:\n\n67.000 + 25.017 = 92.017\n\nSince the share value should be the PV, we get $92.02\n\nHope this helps!
385252
How many months you want to pay up front?  I got a deal from them through my work, and they pay for 29.99 a month.  It was based on a one year plan, so that puts it at 359.88, but that was last year.
616549
there is one question you have to answer, Is it putting money in your pocket or are you losing money every month? understand the difference of your liabilities and assets....if you dont have to fork out money at the end of every month to pay for the house then rent the house, if so, sell it.....
326730
They last posted a dividend and cap gains distribution on Dec 2, 2005.  It has been 6 months and I think they had another distribution, which lowers the sales price.\n\nEDIT:\nI confirmed on their website that distributions of dividends and capital gains do occur in May and Dec.  If you have your distributions reinvested then it should be a wash for you.  If you have your distributions paid out, then you have the same number of shares at the lower price.
521121
1. 50 x (.35)=17.5  \nExplanation %=((part of)/whole )x100\nso part of=whole (%/100)\n2. 40 (.82)=32.8 (33)\nSame as above\n\n3. (1.75 -1.5)/1.5=.166 16.6%\nExplanation again %=((part of)/whole )x100\nIn this case the original whole is 1.5 \n\n4. (12000-8500)/12000=.291 0r 29.1%\nIn this case the original whole is 12000 \n\n5. 20/1.75=11.43\nHere is a bit tricky x(1+%/100)=the new whole (interesting term ha?) or the original whole + increase = the new whole :)\n\n6.2000(1+.04) (1+.04)=2163.2 (made a mistake earlier)\n\n\nyear 1  principal + % or earned interest (1)\nyear 2  principal + % or earned interest (1) +(principal + % or earned interest (1) %)
130049
You pay taxes on the interest you are paid by the bank, not on the money itself. If you have $1000 and get $20 in interest, you pay taxes on the $20. The tax on the $20 may be around $5, but you are still $15 ahead of where you would be if you put it in a safe box
49181
Well the PF that is deducted is paid in 2 tranches, check if you got both your tranches also.\n\nYou should ideally get your share + Company share + interest
585284
On the ex-dividend date, shares are bought or sold without the dividend. So if you buy them on or after that date, you do NOT receive the dividend.\n\nTata's press releases and website do not seem to specify the ex-dividend date. To get that specific information, contact the investor relations person at the email address listed below.
67499
dividends are taxed in the year earned unless you are doing the drip in a tax deferred account. \n\nhow much you keep net of taxes depends on your situation, but in general qualifying dividends are taxed currently at a 15% tax rate.
177587
We, as you and somebody else... Let that be the first RED FLAG... Not only do you not have the positive cash flow yourselves but you dont even know anybody to ask... This is getting off to rough start... I'm not being negative, just real... Restaurant and bar biz is no joke when it comes to trying to make a buck... Especially when you have to pay back most of what you make in the beginning... Think about it... Good luck!
414280
Well, 40,000/20  (20 nickels per dollar) = 2000\n\nAfter 37% is taken out, you still have 63% left. \n\n2000*.63=1260\n\nYou have $1260 remaining.
666911
What you are hoping to capture by buying a calendar spread is the decay of the first expiring option relative to the decay of the second. Read "Options as a Strategic Investment".\n\nA short term option loses its time value faster than a longer term option. So, if the decay on the longer is a penny a day...and the decay on the shorter option is 1/8 a day...you are capturing 11 1/2cents per day and protecting yourself in case of a big market move. Is it a given that you'll make money??? Absolutely not. Every time you think that, think to yourself "there are a million other people out there that have thot about this for at least 25 years...chances are I am not thinking anything original" !
297532
Don’t sue me if I’m a little off but here what I believe.\n\nReal interest rates don’t effect borrowers and lenders they are created by them. Good old supply and demand  for capital.  \n\nSo when the Fed raises or lowers interest rates what are they actually doing is changing the supply of money by changing the discount rate.\n\nThe discount rate is basically the amount of money banks are allowed to loan out relative to real assets or something like that.    \n\nThey certainly make it sound like the fed is changing some legal rate that is a minim interest rate banks mush charge but I think they just a statement of the target they look for when they play with the discount rate.  \n\nSo, there’s also this thing where the government issues bonds and the bonds pay a dividend. How the rate of that dividend determined I’m not sure, but I’m told it’s not actually something the Fed does. It may be the bond market. Bonds trade for prices that aren’t necessarily fixed to some original principal but the dividend is and as the price of the bond changes the ratio between the price of the bond and the dividend or yield….Screw it I’ don’t know what I’m talking about.  \n\nThis is at best in incomplete answer and as far as accuracy goes, don’t take it to the bank.
589301
Call my friend Gary Coleman over at 800 Cash Call.  He'll put $10,000.00 in your checking account in less than 24 hours.  Payments???  About $200.00 a month.  Even you could afford that!  Make the call, get the cash.... tell the credit card people to take a hike, you have money!
71746
They are equivelent. Before you had 1 share of the company's stock. After you have 2 shares. Afterwards the share value, everything else being equal, is 1/2 the share value before. All it is, is a method for a company to lower the value of their stock shares by doubling the number of shares outstanding. There is the perseption among some companies that shares trading in the $30 to $40 range are more attractive to investors than shares trading in the $60 to $80 range. Generally but not always, the company will also raise the cash dividend at the same time.