To find this figure you will have to multiply the interest rate to the initial $1000, and get the total. For each subsequent year, you will need to add the interest accrued from the year before and then multiply that total by the interest rate again. After 7 years, there would be $1445.06 in the account.
$1480.24
1050*5/100
A billion is 1,000,000,000 dollars. The answer is 1,000,000 days or 2740 years!!!
depend on how much you are paying monthly. however if your balance were to stay at 1000 it would be 120 a year.
You'll get 60,000 rupees if you save 1000 every month for 5 years and this is apart from interest
62
75
$1480.24
It means that the interest is added to the capital, before calculating the interest for the next period.For example - to simplify calculations, I'll use a 10% interest rate, and an initial capital of 1000 dollars:With simple interest, you get 100 dollars every year, 300 dollars in 3 years (for a total capital of 1300 dollars).With compound interest, the first year you get 100 dollars interest (10% of 1000).This is added to the capital, so you have a capital of 1100. Next year, you get 10% of 1100 in interest, i.e., 110 dollars.Now, your capital is 1210 dollars. The third year, you get 121 dollars capital.After 3 years, with compound interest, you have a capital of 1331 dollars.This calculation is simplified with powers: Every year, your capital increases by a factor of 1.1, so after 3 years, you have a total of 1000 x 1.1 x 1.1 x 1.1 = 1000 x 1.13 dollars.
It depends on how often the interest is calculated but if the AER (Annual Equivalent Rate) is 7.5%, you will pay 1000*(1.075)3 - 1000 = 1242.30 - 1000 = 242.30 in interest. This assumes that none of the capital is paid back.
$6.66
1050*5/100
1000 x (1.025)8 which is $1218.40.
The annual interest is 150 Add this to your originial investment and you have 1,150
>I=Prt > 300=1000(0.03)t > t=10 Time duration will be 10 years.
8.5
If you would have gotten 10% interest, your money would have doubled every 7 years.