Underwood Engineering is looking to invest in Project A or Project B. The data surrounding each project is provided below. Underwood's cost of capital is 11%. Project A This project requires an initial investment of $175,000. The project will have a life of 6 years. Annual revenues associated with the project will be $130,000 and expenses associated with the project will be $35,000. Project B This project requires an initial investment of $137,500. The project will have a life of 4 years. Annual revenues associated with the project will be $111,000 and expenses associated with the project will be $60,000. Calculate the net present value and the present value index for each project using the present value tables provided below. Present Value of $1 (a single sum) at Compound Interest. Present Value of an Annuity of $1 at Compound Interest. Note: Use a minus sign to indicate a negative NPV. If an amount is zero, enter "0". Enter the present value index to 2 decimals. Total present value of net cash flow Amount to be invested Net present value Present value index: Project A Project B Project A Project B The Underwood purchasing department has made revisions to their costs and annual cash flows for Project A and Project B, as outlined below. Project A Project A's revised investment is $202,300. The project's life and cash flow have changed to 5 years and $52,000, respectively, while expenses have been eliminated. Project B Project B's revised investment is $127,100. The project's life and cash flow have changed to 6 years and $82,500 while expenses reduced slightly to $55,000. Compute the internal rate of return factor for Project A and Project B and then identify each project's corresponding percentage from the PV ordinary annuity table. Note: Enter the IRR factor, to 5 decimal places. Project A: The calculated IRR factor is table? % Project B: The calculated IRR factor is table? % and this value corresponds to which percentage in the present value of ordinary annuity and this value corresponds to which percentage in the present value of ordinary annuity