Kinston Industries has come up with a new mountain bike prototype and is ready to go ahead with pilot production and test marketing. The pilot production and test marketing phase will last for one year and cost $500,000. Your management team believes that there is a 50% chance that the test marketing will be successful and that there will be sufficient demand for the new mountain bike. If the test-marketing phase is successful, then Kinston Industries will invest $3 million in year one to build a plant that will generate expected annual after tax cash flows of $400,000 in perpetuity beginning in year two. If the test marketing is not successful, Kinston can still go ahead and build the new plant, but the expected annual after tax cash flows would be only $200,000 in perpetuity beginning in year two. Kinston has the option to stop the project at any time and sell the prototype mountain bike to an overseas competitor for $300,000. Kinston's cost of capital is 10%.

A) Assuming that Kinston has the ability to sell the prototype in year one for $300,000

The NPV of the Kinston Industries Mountain Bike Project is _________$. (round to full dollar)

B) Assuming that Kinston does not have the ability to sell the prototype in year one for $300,000,

the NPV of the Kinston Industries Mountain Bike Project is __________$. (round to full dollar)

C) Assuming that Kinston has the ability to ignore the pilot production and test marketing and to go ahead and build their manufacturing plant immediately.

Suppose that the probability of high or low demand is still 50%, then the NPV of the Kinston Industries Mountain Bike Project is ____________$. (round to full dollar)

D) Assuming that Kinston has the ability to ignore the pilot production and test marketing and to go ahead and build their manufacturing plant immediately.

Suppose that the probability of high or low demand is still 50%. What is the value of the option to do pilot production and test marketing? The value is _______$. (round to full dollar)