Suppose that there are 5 possible investment projects that can be undertaken in the macroeconomy: Projects A - E.  For simplicity, each project has an up-front cost of $100, and the project lasts for just one year: there is no depreciation (d = 0), and we'll suppose (silly!) that the machine just vaporizes at the end of the year it's installed.  So, there are 3 relevant details:  the up-front cost ($100); the (real) revenue each project returns one year later, and the real interest rate.  The following table summarizes:ProjectCost (today)(real) revenue in 1 year from todayPV of the (real) revenue when the real interest rate is…2%4%6%A$100$101$99.02 B$100$103 $97.17C$100$105 D$100$107 $102.88 E$100$109 Complete the missing cells in the table, which involves figuring out the present value of the one-year-ahead revenue for each project, and for each of the three interest rate (r) options.

The point of this question/table (along with the "Bonus" questions that follow) is to think about the relationship the textbook authors call the "investment line" (and which we'll subsequently call the "demand for investment," "investment demand," or equivalently the "demand for loanable funds"). Suppose that there are 5 possible investment projects that can be undertaken in the macroeconomy: Projects A - E.  For simplicity, each project has an up-front cost of $100, and the project lasts for just one year: there is no depreciation (d = 0), and we'll suppose (silly!) that the machine just vaporizes at the end of the year it's installed.  So, there are 3 relevant details:  the up-front cost ($100); the (real) revenue each project returns one year later, and the real interest rate.  The following table summarizes:ProjectCost (today)(real) revenue in 1 year from todayPV of the (real) revenue when the real interest rate is…2%4%6%A$100$101$99.02 B$100$103 $97.17C$100$105 D$100$107 $102.88 E$100$109 Complete the missing cells in the table, which involves figuring out the present value of the one-year-ahead revenue for each project, and for each of the three interest rate (r) options.

Total initial investment capital is 1,500 million VND for equipment. The installation of equipment and preparation for production will be completed by the end of year 0 of the project. The operation of the project will last for 3 years. The life of the equipment is 6 years, the residual value after 6 years is 0. In year 1, the project's revenue is 600 million VND and operating costs (excluding depreciation and interest expenses) are 150 million VND. It is expected that revenue will grow at 10% per year over the life of the project, and operating expenses (excluding depreciation and interest expenses) increase at 8% per year. To finance the project, the investor borrowed 60% of the total initial investment capital from a bank with an interest rate of 10%/year, the principal is paid in 3 years equally starting from the end of year 1. Interest is paid annually; it is calculated on the debt amount owned at the beginning of each year. The equipment is depreciated using the straight-line method and its disposal value is equal to its book value at the end of year 3 and is received at the end of year 3. The corporate income tax rate is 20%. MARR after tax is 10%3) Construct the table to show:a. Before tax cashflowb. Taxable incomec. Tax paymentd. After tax cashflowThank youu

2a) A company is considering investing in a new project that requires an initial investment of $50,000. The project is expected to generate cash inflows of $10,000 per year for the next five years. The salvage value of the project at the end of the fifth year is estimated to be $5,000. The company uses straight-line depreciation for all its capital investments. Calculate the Accounting Rate of Return for this project. 2b) Suppose a company is considering a new project that requires an initial investment of $50,000. The company's cost of capital 8%. What is the NPV of the project?

What is the NPV of a 6-year project that costs $100,000, has annual revenues of $50,000 and costs of $15,000? Assume the investment can be depreciated for tax purposes straight-line over 6 years, the corporate tax rate is 21%, and the discount rate is 14%.Question 4

Suppose a project has an initial investment cost of $60,000 with an annual operating profit of $15,000 profit for six years, what is the amount of equivalent annual net benefit of this project assuming a 6% discount rate? Round your answer to the nearest dollar, do not include the $ sign.