Question

The required investment cost of a​ new, large shopping center is ​$53 million. The salvage value of the project is estimated to be ​$15 million​ (the value of the​ land). The​ project's life is 19 years and the annual operating expenses are estimated to be ​$15 million. The MARR for such projects is 22​% per year. What must the minimum annual revenue be to make the shopping center a worthwhile​ venture?

Answer 1

Answer:

Annual revenues for 18,377,219 dolllar will make the project worthwhile

Explanation:

We have to solve for the revenue which yields a return for 22% on the project cashflow investment at time zero:

$PV \div \frac{1-(1+r)^{-time} }{rate} = C$

PV 15,000,000.00

time 19

rate 0.22

$15000000 \div \frac{1-(1+0.22)^{-19} }{0.22} = C$

C  $ 3,377,218.685

Now, this 3,377,218.68 will represent the postivie cash flow per year.

As there are 15,000,000 epxenses per year we add it to the calculation to get the revenues per year:

15,000,000 + 3,377,218 = 18,377,219