Tom is evaluating a project that costs $$3,500,000,$ has a five$-$year life, and has no salvage value. Assume that depreciation is straight$-$line to zero over the life of the project. Sales are projected at $125,000$ units per year, price per unit is $$65,$ variable cost per unit is $$40,$ and fixed costs are $$2$ million per year. The tax rate is $21\%,$ and the required rate of return on the project is $10\%.$

Calculate the equivalent annual cost for the project. $($Enter a positive value and round to $2$ decimals$)$

Calculate the financial break$-$even number of units for the project. $($Round to $2$ decimals$)$

Suppose the price, units, VC per unit, and FC projections are accurate within $+/-10\%.$ Calculate the best case NPV$.($Round $2$ decimals$)$

Suppose the price, units, VC per unit, and FC projections are accurate within $+/-10\%.$ Calculate the worst$-$case NPV$.($Round $2$ decimals$)$