If the rate of compound interest is r% and the interest is compounded half -yearly, then the amount in `n` years `=Rs. P(1+(r/2)/100)^(n)` where `p=` principal.

If the compound interest of principal Rs. p is a% per annum and the interest is compounded half-yearly, then find the amount in n years.

Fill in the blanks If the rate of compoud interest Rs P is r% per annum and the interest is compound quarterly, the amount after n years is______.

If the principal be Rs. p and the annual rate of compound interest be r% and if interest is compunded at the end of a year, then write the amount after 3 1/4 years.

The compound interest on Rs. 10,000 in 2 years at 4% per annum the interest being compounded half yearly, is :

A sum of Rs 5000 is invested at a scheme of compound interest. The interest rate is 20%. If the interest is compounded half yearly, then what is interest (in Rs) after 1 year?

A. Write true of false: a. If Principal =Rs.p , rate of compound interest per annum =r% and time =n years, then the amount after 2 years is Rs. p(1+r/100)^(2) b. If principal =Rs. p and rate of compound interest per annum for first, 2nd and 3rd year be r_(1)%, r_(2)% and r_(3)% respectively, then total amount for 3 years. =Rs. p(1+(r_(1))/100)^(3)+Rs. p(1+(r_(2))/100)^(3)+Rs. p(1+(r_(3))/100)^(3)

If the rate of interest is 10% per annum and is compounded half yearly, the principal of Rs. 400 in 3/2 years will amount to

Rs 1600 lent at a compound interest of 5% per annum, compounded half yearly for one year will amount to:

If the principal be Rs. p annual rate of compound interest be r% and interest is compounded m times, then after n times, write the amount.