f$)$ The wind turbine cost $$3\mathrm{.}5$ million to construct. The wind turbine costs $$\frac{0\mathrm{.}01}{k}Wh($or $kW*hr)$ to operate and produces a revenue of $$\frac{0\mathrm{.}055}{k}Wh.$ Assume the turbine could be placed in one of two different locations. Location A has an average win$$ velocity of $20m\frac{i}{h}r,$ and Location B has an average wind velocity of $30m\frac{i}{h}r.$ Create a new proper plot that shows all expenses and revenue in dollars as a function of days for each of Location A and Location B$.$ Place the corresponding data on a new worksheet with the name "Financial Calcs." Place the new plot on a new worksheet with the name "Financial Plot." $[20$ points$]$

You may choose $($and are encouraged$)$ to first work out this problem by hand before starting your Excel file.

Your Excel data and your plot must follow the "proper" formatting and labeling rules.

Show all equations in your Excel file.

Since you cannot explicitly show units in equations in Excel, conspicuously show $($e$.$g$.,$ in a notes column, text box, an inserted equation from the "Insert" menu, or a table$)$ all conversion factors or equations you are using in your Excel file including units.

g$)$ For eadh average wind velocity, clearly label on the plot in f$)$ the point at which the operation of the wind turbine becomes "break$-$even." $($You can use an arrow and a text box or any other means to clearly label these points.$)[10$ points$]$

h$)$ Choose ANY day after break$-$even for the average wind velocity of $20m\frac{i}{h}r.$ Clearly label on the plot the day and the approximate gross profit for that day. Also label approximately how much more gross profit could have been made if the average wind velocity had been $30$ mi$/$hr$.[10$ points$]$

i$)$ BONUS: Assume the wind turbine was constructed and running on another planet prior to taking$-$the measurements in c$).$ Furthermore, assume that all machines such as wind turbines run with an Efficiency $=1$ on this other planet. What would be the density of the "air" in kg$/$L on this other planet? $[10$ points$]$

Perform your calculation in Excel, and follow the "proper" formatting and labeling rules.

Since you cannot explicitly show units in equations in Excel, conspicuously show $($e$.$g$.,$ in a notes column, text box, an inserted equation from the "Insert" menu, or a table$)$ all conversion factors or equations you are using in your Excel file including units.