It is [1 - (1.015)^12]*100 % = 19.56 %
$73053.88 when compounded month your yearly rate would be 0.061678% * * * * * True, but in real life the quoted interest rate, "6 percent compounded monthly", should read "an interest rate, such that, if it were compounded monthly, would give an annual equivalent rate of 6 percent". The equivalent of 6% annual is 0.487% monthly since 1.0048712 = 1.06
If the 5% is yearly, and it is compounded monthly, that means that the monthly interest rate is 5/12 percent. In this case, the base factor, in the formula for compound interest, is 1 + 5/1200. After one year (12 monthly periods), the capital would be 200000 x (1 + 5/1200)12. If you want to invest the money for two years (24 months), replace the exponent 12 by 24, etc.
If the interest rate yearly is 16.75% then the daily interest rate will be 16.75%. The daily, weekly, monthly, or hourly rate doesn't change from one time frame to the next.
3125
Divide your yearly salary by 12 to get your monthly salary.
$73053.88 when compounded month your yearly rate would be 0.061678% * * * * * True, but in real life the quoted interest rate, "6 percent compounded monthly", should read "an interest rate, such that, if it were compounded monthly, would give an annual equivalent rate of 6 percent". The equivalent of 6% annual is 0.487% monthly since 1.0048712 = 1.06
If the 5% is yearly, and it is compounded monthly, that means that the monthly interest rate is 5/12 percent. In this case, the base factor, in the formula for compound interest, is 1 + 5/1200. After one year (12 monthly periods), the capital would be 200000 x (1 + 5/1200)12. If you want to invest the money for two years (24 months), replace the exponent 12 by 24, etc.
If the interest rate yearly is 16.75% then the daily interest rate will be 16.75%. The daily, weekly, monthly, or hourly rate doesn't change from one time frame to the next.
Account B
The current yearly rate comes out to be 7.2 percent.
"per diem" is Latin for "by days" Interest calculated "per diem" would be calculated every day, not monthly or yearly.
If the monthly interest rate is 0.6%, you can multiply that by 12 to get an approximation of the yearly rate. For an exact calculation (involving compound interest), you basically convert the interest rate (0.6% a month) to a factor - that is, your total money increases by a factor of 1.006 (i.e., 1 + 6%) a month. You can raise this to the power 12 to convert it to yearly, then subtract one to convert it back to an interest rate. For small interest rates, as in this case, the result should be fairly close to the above quick estimate.
Monthly
4% of 265K is 10600.00
Yearly
It earns 431.0125 . After 4 years, it has grown to 2,431.01 .
well there are those who pay monthly and yearly it depends.