Ian loaned his friend $20,000 to start a new business. He considers this loan to be an investment, and therefore requires his friend to pay him an interest rate of 6% on the loan. He also expects his friend to pay back the loan over the next four years by making annual payments at the end of each year. Ian texted and asked that you help him calculate the annual payments that he should expect to receive so that he can recover his initial investment and earn the agreed-upon 6% on his investment. Calculate the annual payment and complete the following capital recovery schedule:

Find the present value of an investment that will pay $9,000 at the end of Years 10, 11, and 12. Use a discount rate of 10 percent.

A project that provides annual cash flows of $20,000 for 6 years costs $63,000 today. Determine the IRR for this project. Show answer using excel function.

Keane & Co plc is considering two possible investments. The company requires an Accounting Rate of Return of 12% and payback within 2 years. It has a cost of capital of 12%. Forecast sales and production units Year 1 Year 2 Year 3 Year 4 Contribution per unit Fixed cost per year Initial investment Residual (scrap) value Accounting Rate of Return Internal Rate Return Discount factors at 12% are: Year 1 Year 2 Year 3 Year 4 Year 5 0.893 0.797 0.712 0.636 0.567 Project J 60,000 110,000 80,000 50,000 £40 £800,000 £7,600,000 £300,000 9.5% 8% Project K 30,000 24,000 20,000 12,000 £120 £700,000 £5,500,000 £150,000 19% 18%

The table below shows the profit after tax and the book value of investment for three projects A, B, and C     Required:Calculate the Accounting Rate of Return (ARR) of the three projects and recommend the best option based on your calculation.

The Salt Store is evaluating a capital expenditure proposal with the following predicted cash flows: Initial investment $(75,000) Operations, each year for four years 25,000 Salvage 8,000 The accounting rate of return on the initial investment presented is:

For this investment, an initial amount of $25,000 should be paid this year (t=0). As of next year (t=1), five equal payments of $20,000 should also be paid (i.e., from t=1 to t=5). Thus, the sum of the required investment expenditure over those periods is $125,000. How much is the sum of the present value of the required investment expenditure over those periods, assuming that the annual interest rate is 5%?

i need the answer quickly

. calculate the net present value of the following: Project A requires an initial investment of $1,000 and is expected to generate cash flows of $400 per year for 3 years

The expected annual net income is $200,000; the average investment is $800,000; and depreciation expense is $50,000. The annual rate of return is