Net Present Value Calculated under the Discounted Cash Flow Income Approach As described in Sidebar $4.$ C$,$ the Silna family had a contract to receive $1/7$ th of the television revenue of four NBA teams $($Denver Nuggets, San Antonio Spurs, Brooklyn Nets, and Indiana Pacers$)$ in perpetuity. The NBA's television deal running from the $2008-2009$ season through the $2015-2016$ season paid the family $ $18\mathrm{.}9$ million annually. Use the above information and the following parameters to calculate Silnas received their first payment on January $1,2009,$ and that the payments will continue annually thereafter. Assume that the Silnas are taxed at $35\%$ for their income on this deal. Assume that their payments from this NBA deal will grow at $2\%$ per year in perpetuity AFTER the final year of this contract $($Alithough the Silnas' deal has ended in reality, for purposes of this exercise we will assume that the deal will continue forever$).$Assume a discount rate of $8\%.$ Create a table that shows the results you found and gives a brief description of your steps, assumptions, and so forth.What would the value be if the discount rate were $10\%$ and the NCF growth rate were $4\%?$