What exactly do you want to calculate? - To calculate the interest amount, you multiply the capital times (interest rate / 100) times the number of periods.
In Java, multiplication is expressed by the asterisk.
The formula to calculate interest is as follows: Interest = Principal * No. of years * Rate of Interest / 100 So Interest = 10000 * 0.5 * 8 / 100 = 400/- The interest you will receive interest at the end of the 6 month period is Rs. 400/-
146.20
6%
Fixed deposit interest is calculated using the simple interest concept Interest = (principal * no. of years * rate of interest) / 100 principal = the amount you deposited rate of interest = the amount in % Ex: Deposit amount - 10,000 Rate of interest = 10% no of days = 365 Interest = (10000 * 365 * 10) / (365*100) = 1000
Interest = Principal x rate x time 17000= 100000(0.10) t 17000=10000 t t=17000/10000 t=1.7 years
Fixed deposit interest is calculated using the simple interest concept Interest = (principal * no. of years * rate of interest) / 100 principal = the amount you deposited rate of interest = the amount in % Ex: Deposit amount - 10,000 Rate of interest = 10% no of days = 365 Interest = (10000 * 365 * 10) / (365*100) = 1000
100
since its not compounded this is a very simple problem. r= interest rate x= principle y=years Interest Accumulated = x*y*r so, in your case: 2500 = 10000 * 5 * r 2500 = 50000r divide both sides by 2500 and you get: r=.05 (or 5%)
compounding of interest refers to the action wherein, the interest paid to us over a period of time would increase gradually.Ex: Lets say you invest Rs. 10000/- at 10% per annum which is compounded every quarter.So interest for first quarter: Rs. 250/-Principal at the end of first quarter: 10,250/-Interest for second quarter: Rs. 256.25/-Principal at the end of second quarter: 10,506.25/-the increase in interest in the second quarter is because, the interest paid during the first quarter is also considered for interest payment in the second quarter. So, even though the principal amount we invested remains the same the interest varies because of compounding of interest.The shorter the compounding period, greater is the interest earned.Simple interest is to charge interest on the principle amount.compound interest is the interest calculated on the simple interest!
Total = 10000(1+i)n Total = 10000(1.2321)2 Total = 12321 Change = interest gained = 12321 - 10000 = 2321
The principal square root is 100.
1.5% per month or part there of, till tds is paid Deduction due date paid date 10000 7.7.2012 8.7.12 interest 150 10000 7.7.2012 8.8.12 interest 300 10000 7.7.2012 8.9.12 interest 450 ...like