Hey, would you please help with this question? I do not know what process to use or how to execute a process to solve this question. Please explain what you are doing and why you are doing it. Also, please make the final solution clear. I know the equations: P=F(1+i)^-n and A = P[(i(1+i)^n)/(((1+i)^n)-1)] and B/C = (Annual User Benefits-Annual O&M Cost)/AE of Installed Cost

capacity. This new facility will be LEED Platinum certified, and conceptual estimates suggest the new facility will cost $10.2M, spread evenly over its 2-year construction period (85.1M/yr). The Promised Land has secured an eye-poppingly generous 5% interest rate over the total project life of S0 years (2 vears of construction, 48-year operating life). Given the conceptual planning of this project, assume no inflation and fully accurate/known benefits/costs. Operating costs for this facility are $100K/yr. The city estimates it will host 5M patrons a year, charging a meager $0.05/patron. This also represents a $0.02/patron savings as a result of the facility's energy efficient LEED design. The city also estimates it can generate $35K/yr in sponsorships, but will not earn any salvage value from the facility. Given the 5% interest rate, calculate the NPV and B/C ratio to determine if the project is a "worthy" investment