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Question 11 (1 point) Dimes Lighting is planning to invest in the development of a lighting fixture. It has two phases: a development phase and

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Question 11 (1 point) Dimes Lighting is planning to invest in the development of a lighting fixture. It has two phases: a development phase and an investment phase. It has decided to go ahead with the development phase. This preliminary phase will last one year and cost $100 million. The firm believes there is an 80% chance that tests will prove successful. In this case, the firm can sell 100 million units per year, at $5 per fixture. If the ests are not successful (with a 20% chance), the firm is expected to sell 50 million units per year, at $5 per fixture. Each unit costs $2 to manufacture. The annual fixed costs are $50 million, and annual depreciation expense is $20 million. Tax rate is 30% and discount rate is 10%. This investment phase will cost $150 million. Production will occur over the following 2 years. NOWC and salvage value are assumed to be SO. What's the expected NPV from this project as of now (t =0)? $3.80 $142.73 $29.75 0-$4.96 O-$48.18 Question 11 (1 point) Dimes Lighting is planning to invest in the development of a lighting fixture. It has two phases: a development phase and an investment phase. It has decided to go ahead with the development phase. This preliminary phase will last one year and cost $100 million. The firm believes there is an 80% chance that tests will prove successful. In this case, the firm can sell 100 million units per year, at $5 per fixture. If the ests are not successful (with a 20% chance), the firm is expected to sell 50 million units per year, at $5 per fixture. Each unit costs $2 to manufacture. The annual fixed costs are $50 million, and annual depreciation expense is $20 million. Tax rate is 30% and discount rate is 10%. This investment phase will cost $150 million. Production will occur over the following 2 years. NOWC and salvage value are assumed to be SO. What's the expected NPV from this project as of now (t =0)? $3.80 $142.73 $29.75 0-$4.96 O-$48.18

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