10000 x (1.08)2 = 11664
Assuming it is 2.05 percentper annum, then 2.05% of the amount that you deposit (or 2.05% of the average amount of your deposit).Assuming it is 2.05 percentper annum, then 2.05% of the amount that you deposit (or 2.05% of the average amount of your deposit).Assuming it is 2.05 percentper annum, then 2.05% of the amount that you deposit (or 2.05% of the average amount of your deposit).Assuming it is 2.05 percentper annum, then 2.05% of the amount that you deposit (or 2.05% of the average amount of your deposit).
$494.34 Interest= principal amount * time* simple interest %
Oh, what a lovely question we have here! To find the time it takes for 2700 to yield the same interest as 2250 in 4 years, we simply need to compare the interest rates. Since the interest rates are different, we can use a formula called the "interest formula" to solve for the time needed. Let's embrace the joy of solving this together!
To calculate the total amount after 10 years at a simple interest rate of 20% per annum, you need to consider that the interest is added to the principal each year. The sum will be multiplied by 1.2 (100% + 20%) each year for 10 years. Therefore, the sum will be multiplied 10 times over the course of 10 years.
Assuming simple interest, you multiply the capital times the interest rate times the number of years.
5,132.33^10
Assuming it is 2.05 percentper annum, then 2.05% of the amount that you deposit (or 2.05% of the average amount of your deposit).Assuming it is 2.05 percentper annum, then 2.05% of the amount that you deposit (or 2.05% of the average amount of your deposit).Assuming it is 2.05 percentper annum, then 2.05% of the amount that you deposit (or 2.05% of the average amount of your deposit).Assuming it is 2.05 percentper annum, then 2.05% of the amount that you deposit (or 2.05% of the average amount of your deposit).
$494.34 Interest= principal amount * time* simple interest %
Rs 80.
simple interst is when you earn interest from your principal but compound interest is when you earn interest from your principal as well as from your previous interest
5 years
Oh, what a lovely question we have here! To find the time it takes for 2700 to yield the same interest as 2250 in 4 years, we simply need to compare the interest rates. Since the interest rates are different, we can use a formula called the "interest formula" to solve for the time needed. Let's embrace the joy of solving this together!
An interest rate as a percentage is the one flat rate you must pay. Interest rate per annum is a compound interest, determined every year that the loan (or whatever) has not been paid back. Say, if you owed me $100 with a 1% per annum interest rate. You have to pay me back $101. If you have not repaid the loan, the next year you would have to pay me an extra 1% of $101, and so on.
(Amount of working capital/100)*12
Usually savings accounts give an interest of around 3.5% to 4% per annum. So if the ROI is 3.5% you will get Rs. 29/- every month If the ROI is 4% you will get Rs. 33/- per month Formula = ((10000 * 1 * 3.5) / 100)/12)
For compound interest F = P*(1 + i)^n. Where P is the Present Value, i is the interest rate per compounding period, and n is the number of periods, and F is the Future Value.F = (9000)*(1 + .08)^5 = 13223.95 and the amount of interest earned is 13223.95 - 9000 = 4223.95
We still need to know how often the interest is compounded ... Weekly ? Daily ? Hourly ? What does "continuous" mean ?