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A project is expected to produce a cash flow of $7800 next year. This is expected to grow at a rate of 17% for the following four years before slowing down to an estimated eternal growth rate of 5% a year. If you require a 12% return on this project, what is the maximum amount you should be willing to invest in it? Round your answer to the nearest dollar. O $150,429 O $177,382 $162.478 $219,245 -First sind annual of Sor 6 years Cash flow of the Year Year 2 Cash Flow 7800 (1+179.)(7800) => (1+.17)(7800) => (1.17)(7800): 9126 3 (1+179.) (9126) => (1+.17) (9196) => (147) (9196) = 10677.42 4 (1+17%)(10677.4a) => (1+.17) (10677.4a) ->(1.17) (10677.42) - 18493.5814 5 (1 +1790) (1a49a.5814) => (1+.17) (1a49a.5814) => (117) (1a493.5814) - 14616.3a0a4 (1+79) (14616. 3 a0a4) (14.17) (14616-320 24) => (1.17(14616.3a0a4): 17101.09468 Horizon Valve = cash Slow 6/CK-9) = 17101.09 (12% -59.) = 17101.09 (0.12 -0.05) =17101.09 (0.07) - 1197.0763 Present Valve = PV CE+ PV HV 1197.0763 (1.12)5 + glas 1a493.5814 (1.1a) 4 14 616.3 2014 (1.1a) 10677.4a (1.1a) 3 + + - 7800 (1.12) + (1.1a) + = 6964.285714 + 72 75.191327+ 7599.976654 + 7939.a61326+8993.692636+ 679.253241 = 38 751.6609