if i deposited $413.86 in a simple savings account march 1995, how much would it be worth today?
369088
If you got 3% interest annually it would be at $572.18 now.\n\nI get 3% on savings at my credit union, bank rates will be lower.
73457
$12.38 today, but keep an eye on the rate\nhttp://uk.finance.yahoo.com/currency-converter/convert?amt=7&from=GBP&to=USD
69558
None.  Use a debit card, save money, invest.
51062
ANYWHERE FROM $100.00 TO $1000.00.\nBUT REMEMBER IT'S NOT THE AMOUNT IT'S THE THOUGHT.
742272
An Interest Rate of 5.000 % compounded Annually\nWith an Initial Amount of $ 4000.00 over an 8 year term:\n\nYr   Ending Balance\n1    4200.00\n2    4410.00\n3    4630.50\n4    4862.02\n5    5105.13\n6    5360.38\n7    5628.40\n8    5909.82\n\nFinal Savings Balance: $ 5909.82\nInitial Investment plus Monthly Contributions: $ 4000.00\nTotal Interest Earned: $ 1909.82\n\nThis should answer your specific question, however, please know that most banks compound interest daily in that scenario you would have earned $ 1967.13 for a total of $5967.13.\n\nHope this helps!
487839
Need to know how much you invested at what interest rate first.
353333
The formula for simple interest is\n\nInterest = Principle * rate * time\n\nI = $3500 * 0.08 * (15/12) = $350     in 15 months\n\nSo the future value of the loan would be $3500 + $350 = $3850.\n\nSimple interest is rarely used in society these days. All bank interests are continually compounded.
632154
Well I have $3.00 in my pocket. I have $100 in my checking acoount. Now I have $3,089 in my Orange ING account, $23,000 in my Franklin Templton IRA Account, $23,000 in my Swiss Bank Account and over $100,000 in investments.
494869
Check the following site.  Value depends on condition and mintmark for that date.  Anywhere from $10 to over a thousand dollars.
963132
£37,032.66 \naccording to todays currency exchange\nhope that helps!
110431
put a little aside every day. i just took $5 out of my wallet everyday, before i left for work. if you do that for a week then you have $35. for a month that's $150. if you do it for a year then you have $1825. it may not sound like much, but it worked very well for me.
96579
It would be worth nothing.\nTake $100K of today's money back in time with you.\nThen try to spend it.\n\n"2006?!" they'd say, "You fool, it's 1919.  This is obviously counterfeit!  Take him to jail!"\n\n\nOr, if you want a serious answer, it is $8,859.00.  That much money in 1919 is the same as $100,000 today.\nSource below.
246226
Simple interest means it's NOT compounded.  The interest is therefore\n\n$14,256 * 5% = $712.80 per year for 3 years, or $2,138.40.
4877
$2,187.91\n\nI would look for a better rate of return if I were you:-)
627032
Lets take a look at the cost of a financed computer and a computer paid for with cash.\n\nA $950 computer paid for with a credit card @ 24% interest would cost you almost $1450 with annual rates and fees. \n\nNow, you could just save up $800 cash and walk into Joe's Computer Store and stand there counting the hundreds saying "I WANT A BARGAIN." You know what, you'll get that bargain. So, you just got a $950 computer for $800.\n\nAlso, did you know that the $500 you would save in interest on that computer would amount to $46,525.49 if you put it in a 40yr mutual fund?\n\nIs a $1450 computer worth $46,525.49?
1043639
Let Your Money be Y and My Money be Y+0.5\nY+(Y+0.5)=5\nY+Y+0.5=5\n2Y+0.5=5\n2Y=5-0.5\n2Y=4.5\nY=(4.5)/2\nY=2.25\nHence:\nYour Money = Y = P2.25\nMy Money = Y+0.5 = P2.25+0.5 = P2.75\nQED#
539778
If you're looking to find the present value of a single sum, that has accrued interest at a specific rate, the equation is:\n\nPV=amount / (1+i)^n\n\n\nEx: An amount of $350,000 with 12% interest for five periods(or years)\n\nPV=350,000 / (1+.12)^5\nPV=$198,599.39\nAn amount today of $350,000 that had been growing for 5 years at 12%, was $198,599.39 five years ago.