Rage Sports is introducing a new product this year. If it's see-at-night soccer balls are a hit, the firm expects to be able to sell 50,000 units a year at a price of $60 each. If the new product is a bust, only 30,000 units can be sold at a price of $55. The variable cost of each ball is $30, and fixed costs are zero. The cost of the manufacturing equipment is $6 million, and the project life is estimated at 10 years. The firm will use straight-line depreciation over the 10 -year life of the project. The firm's tax rate is 35% and the discount rate is 12%. a. What is expected NPV under each scenario? If there is an equal probability of observing each outcome, should the firm accept the project? b. Suppose now that the firm can abandon the project and sell off the manufacturing equipment for $5.4 million if demand for the balls turns out to be weak. The firm will make the decision to continue or abandon after the first year of sales. Does the option to abandon change the firm's decision to accept the project? Rage Sports is introducing a new product this year. If it's see-at-night soccer balls are a hit, the firm expects to be able to sell 50,000 units a year at a price of $60 each. If the new product is a bust, only 30,000 units can be sold at a price of $55. The variable cost of each ball is $30, and fixed costs are zero. The cost of the manufacturing equipment is $6 million, and the project life is estimated at 10 years. The firm will use straight-line depreciation over the 10 -year life of the project. The firm's tax rate is 35% and the discount rate is 12%. a. What is expected NPV under each scenario? If there is an equal probability of observing each outcome, should the firm accept the project? b. Suppose now that the firm can abandon the project and sell off the manufacturing equipment for $5.4 million if demand for the balls turns out to be weak. The firm will make the decision to continue or abandon after the first year of sales. Does the option to abandon change the firm's decision to accept the project