200000000 dollars
V = 10000*(1.05)20 = 26532.98 dollars
1000 x (1.025)8 which is $1218.40.
Total (compound interest) = p (r + 1)^ t, so plug in the numbers. 3497(1.075)^15 = 10347.1941. You can round that to 10347.19.
The first responder posted this response:$1,280.08====================================The next responder posted this response:Assuming the 5% interest rate is the nominal annual rate, the first step is to calculate the effective interest rate.ieffective = (1+r/m)m - 1where r is the nominal rate (.05) and m is the compounding periods per year (semiannual = 2 compoundings per year).ieffective = (1+.05/2)2 - 1 = .0506Simply use this effective rate to solveFuture Value = Present Value * (1+i)nwhere i is the effective interest rate and n is the number of years.F = 1000*(1+.0506)5 = $1280.08
$5,052.22
102102.52
In two years, the value of 10,000 dollars with 3.78 interest would be 10,770.29 dollars. An increase 770.29 dollars would be realized.
Assuming interest is paid annually, 100000*(1.05)10 = 162889.46
V = 10000*(1.05)20 = 26532.98 dollars
Future value = 8400*(1 + 0.05*6) = 8400*(1.3) = 10,920 dollars.
Simple interest compounded annually and reinvested will yield 619173.64 before taxes.
The face value is 40000*(1.05)10 = 65156 approx.
39,337.20
The future value (FV) of $10,000 at 5% interest for 7 years follows the following formula: 10,000 (1+.05)^7 = 10,000 * 1.41 = $14,100
1000 x (1.025)8 which is $1218.40.
What is the future value of $1,200 a year for 40 years at 8 percent interest? Assume annual compounding.
Future value= 25000*(1.08)10 =53973.12