Determine an expression for the present value
Determine an expression for the present value of annuity-immediate with the period of 2n-years that pays 1, 2, 3, ..., n, n, n. The effective rate of interest is i = 0.06.
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Compute the present value of an annuity-due of $1600 per annum payable quarterly for 5 years if i^(12) = 0.06.
A deferred perpetuity-immediate paying $2000 monthly is bought for the sum of $299,433.67. Determine the deferred period if i = 0.06.
A 4-year annuity immediate has quarterly payments of $6000 each throughout the first year, $6300 each throughout the second year, $6600 each throughout the third year, and $6900 each throughout the fourth year. Determine its present value if i = 0.
A loan of $25,000 is repaid with the monthly payments of $500 at the end of each month, and smaller final payment one month after the last regular payment, at the nominal interest rate of i(12) = 0.06. Compute the outstanding loan balance, when t
A loan is repaid by 10 annual payments at end of each year. The first five payments are $5000 each and last five payments are $4000 each. The effective rate of interest is i = 0.06. Determine the outstanding loan balance immediately after the (a)
A 30-year loan is to be repaid with the equal installments at the end of each year. The amount of interest in the 7th installment is $100 and the amount of interest in the 19th installment is $80. Compute the amount of interest paid in the 25th&
A borrower is repaying the loan with the 10 annual installments of $2000. Half of the loan is repaid by amortization technique at an effective rate of i = 0.06. The other half of the loan is repaid by the sinking fund method in which the lender r
A borrower is repaying the loan with payments of $5000 at the end of each year over unknown period of time. If the amount of interest in the third installment is $4000, determine the amount of principal in the sixth installment. The nominal rate o
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