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A construction project is to be billed monthly at 4.09% for the first 17 payments, billed at 4.09% compounded quarterly for the next 17 payments and billed at 4.09% compounded semi-annually for the last 17 payments. If each payment has a value of 5,583.79 Pesos. Find the cost if the project is paid full before it starts.
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- Jane Doe plans to make twelve end-of-month payments of $18,000 each on a short term investment account. The account earns a monthly interest rate of 2.5%. a. What is the present worth (i.e., Po) of these payments? b. Repeat Part (a) but assuming that they are beginning-of-month payments. a. The present equivalent of the payments is $ nearest dollar.) b. The present equivalent of the payments is $ nearest dollar.) (Round to the (Round to theConstruct an amortization schedule for a $10,000, 4% annual rate loan with 12 equal monthly payments. Can anyone please show how to use formulas to get the answer please?A contractor agrees to pay 150,000 pesos for a new computer system. This amount will be repaid in 3 years with semiannual payments at an interest rate of 8% compounded semiannually. Calculate the periodic payments.
- For the following project, compute an EAA: Project A requires you an upfront payment of $262,782 and yearly payments of $47,649 for 12 years. Your cost of capital is 3.35%.Suppose you are thinking of availing a loan of P100,000 at Pag-ibig Funds for house repairs after typhoon Jolina. Interest is pegged at 14% compounded quarterly, and you intend to make equal quarterly payments to pay-off this loan in three years. Set-up an amortization schedule (table) to serve as your guide in tracking the payments made, interest paid, principal repaid and outstanding principal for each period.Direction : Read , analyze , and solve the following worded problem involving annuities . Show your complete solutions. I already provided the answer I just need the SOLUTION. Find the future value at the end of the payment period . Payments of 1 000.00 Php each are made at the beginning of each year for 3 years with interest at 5 % compounded annually . Answer: The future value at the end of the payment period is 3 310.13 Php
- PLEASE TYPE IT AND NOT HANDWRITTEN A living room set costs P68,000. The buyer pays P25,000 down payment and the balance will be paid by equal monthly installments for 18 months with an interest rate of 4% compounded monthly. Find the monthly payments and construct an amortization schedule.Consider a project with an initial investment of $300,000, which must befinanced at an interest rate of l2% per year. Assuming that the required repayment period is six years, determine the repayment schedule by identifying the principal as well as the interest payments for each of the following repayment methods:(a) Equal repayment of the principal: $50,000 principal payment each year(b) Equal repayment of the interest: $36,000 interest payment each year(c) Equal annual installments: $72,968 each yearA ten-bagger concrete mixer can be purchased with a down payment of P18,000 and equal installments of P1200 each paid at the end of the month for the next 14 months. If money is worth 15% compounded monthly, determine the equivalent cash price of the mixer.
- What will be the equivalent uniform annual amount that will be deposited in a bank for 15 years that will be replaced the capitalized cost of a project with the following cost; The initial cost is P2,000,000 and an additional cost of P500,000 at the end of every 5 years. The annual operating costs are P100,000 at the end of every year for the first 6 years and P160, 000 thereafter. In addition, there is expected to be a major repair work cost of P300, 000 every 13 yrs. Assume i =15%.A gravel mining operation will use a standard loan to purchase a $78,756 crusher. The nominal annual interest rate is 11.2% compounded quarterly, and the company will make equivalent quarterly payments over 2 years. Construct an amortization table to calculate the principle payoff over the life of the loan. What is the loan principle balance after 6 payments?Consider the following project. Costs: $100,000, at time t = 0. $45,000, at time t = 4. Income: Three payments of $10,000, each one year apart, with the first payment at time t = 1. Four payments of $60,000, each paid every 4 years apart, with the first payment at time t = 4.5. Assuming that the project is financed by a loan which is subject to interest of 6% per annum (effective), and that interest is earned in an investment fund at 3% per annum (effective), determine the accumulated value of this project at time t = 20. You may assume that debt (the loan) is to repaid prior to money being invested in the investment fund. Give your answer to the nearest dollar. Show all working.