
actsci questions, please show work
Loan Amount = PV of 4000 for 5 years + PV of Terminal
Value
20000 =4000*((1-(1+7.5%)^-5)/7.5%)+Annual
Payments/(7.5%*(1+7.5%)^5)
20000-4000*((`1-(1+7.5%)^-5)/7.5% =Annual
Payments/(7.5%*(1+7.5%)^5)
16183.54 =Annual Payments/(7.5%*(1+7.5%)^5)
Annual Small Payments =410.93
actsci questions, please show work 10. 8 A loan of $20000 is to be repaid by...
Helen borrows $20000 to be repaid over 15 years with level annual payments with an annual effective interest rate of 8%. The first payment is due one year after she takes out the loan. Helen pays an additional $4000 at the end of year 9 (in addition to her normal payment). At that time (the end of year 9) she negotiates to pay off the remaining principal at the end of year 14 with a sinking fund. The sinking fund...
1. A $12,000 loan is being repaid with $1000 payments at the end of each year for as long as necessary, plus a smaller payment one year after the last $1000 payment. The first payment is due one year after the loan is taken out, and the effective annual interest rate is 6%. Calculate the balance on the loan immediately following the ninth payment
A loan of 16,000 is repaid by 8 annual payments starting 1 year after the loan is made. The amount of the first 2 payments is X and the amount of the last 6 payments is 2X. The effective annual interest rate is 6%. Find: a. X. b. OB7 providing formulas for both the retrospective and prospective calculation approaches.
the answer is 124.72
5. A loan of 1,000 is to be repaid by annual payments of 100 to commence at the end of the fifth year and to continue thereafter for as long as necessary. The effective rate of discount is 5%. Find the amount of the final payment if it is to be larger than the regular payments.
A loan of $100,000 is made today. This loan will be repaid by 10 level repayments, followed by a final smaller repayment, i.e., there are 11 repayments in total. The first of the level repayments will occur exactly 2 years from today, and each subsequent repayment (including the final smaller repayment) will occur exactly 1 year after the previous repayment. Explicitly, the final repayment will occur exactly 12 years from today. If the interest being charged on this loan is...
A $28,000.00 car loan is to be repaid by end-of-month payments of $480.00 (except the smaller concluding payment).The interest paid for the loan is 5.78 % compounded quarterly. a) Calculate the amortization term of the car loan. b) How much interest will be paid in the second year? c) How much will the principal be reduced in the second year? d) Calculate the balance after two years. e) What will be the final payment?
3. A company borrowed $13,000 paying interest at 8% compounded quarterly. If the loan is repaid by payments of $1800 made at the end of each 3 months, construct a partial amortization schedule showing the last three payments, the total paid, and the total interest paid. Complete the table below for the last three payments. (Do not round until the final answer. Then round to the nearest cent as needed.) Payment Outstanding Number Amount Paid Interest Paid Principal Repaid Principal...
** USE FORMULA TO SOLVE THIS PROBLEM (NO EXCEL PLEASE!!!)
(3) An amortized loan is repaid with annual payments which start at $400 at the end of the first year and increase by $45 each year until a payment of $1,480 is made, after which they cease. If interest is 4% effective, find the amount of principal in the fourteenth payment
the 100000 loan has to be repaid after 21 years. determine the amount of the 21st and final payment when 20 payments of 10,000 have been made in each year. the interest rate remains at 8 % per year?
Explain without excel
(3) An amortized loan is repaid with annual payments which start at $400 at the end of the first year and increase by $45 each year until a payment of $1,480 is made, after which they cease. If interest is 4% effective, find the amount of principal in the fourteenth payment.