network cards for gaming computers, and you are considering whether

to launch a new product. The product, the Killer $x3000,$ will cost

$$900,000$ to develop up front $($year $0),$ and you expect revenues the first

year of $$800,000,$ growing to $$1\mathrm{.}50$ million the second year, and then

declining by $40\%$ per year for the next $3$ years before the product is fully

obsolete. In years $1$ through $5,$ you will have fixed costs associated with

the product of $$100,000$ per year, and variable costs equal to $50\%$ of

revenues.

a$.$ What are the cash flows for the project in years $0$ through $5?$

b$.$ Plot the NPV profile for this investment using discount rates from $0\%$

to $40\%$ in $10\%$ increments.

c$.$ What is the project's NPV if the project's cost of capital is $10\mathrm{.}0\%?$

d$.$ Use the NPV profile to estimate the cost of capital at which the

project would become unprofitable; that is$,$ estimate the project's IRR.

a$.$ What are the cash flows for the project in years $0$ through $5?$

Calculate the cash flows below: $($Round to the nearest dollar.$)$You are CEO of Rivet$$ Networks, maker of$$ ultra$-$high performance network cards for gaming$$ computers, and you are considering whether to launch a new product. The$$ product, the Killer$$ X$3000,$ will cost $$$$900$ comma $000900,000$ to develop up front$($year $0),$ and you expect revenues the first year of $$$$800$ comma $000800,000,$ growing to $$$$1\mathrm{.}501\mathrm{.}50$ million the second$$ year, and then declining by $40\%40\%$ per year for the next $3$ years before the product is fully obsolete. In years $1$ through$5,$ you will have fixed costs associated with the product of $$$$100$ comma $000100,000$ per$$ year, and variable costs equal to $50\%50\%$ of revenues.$$

a$.$ What are the cash flows for the project in years $0$ through$5?$

b$.$ Plot the NPV profile for this investment using discount rates from$0\%$ to$40\%$ in$10\%$ increments.

c$.$ What is the$$ project's NPV if the$$ project's cost of capital is $10\mathrm{.}0\%10\mathrm{.}0\%?$

d$.$ Use the NPV profile to estimate the cost of capital at which the project would become$$ unprofitable; that$$ is$,$ estimate the$$ project's IRR.

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