When Alex Rodriguez moved to the Texas Rangers in 2001, he received a lot of attention for his "$252 million contract (the total of the payments promised was $252 million). He later moved to the Yankees, but assume the following in order to determine the value of his contract when he signed it: Rodriguez earns $16 million in the first year, S17 million in years 2 through 4, S19 million in years 5 and 6, $23 million in year 7, and S27 million in years 8 through 10. He also receives his $10 million signing bonus spread equally over the first 5 years ($2 million per year). His deferred payments begin in 2011. The deferred pay-ment amounts total $33 million and are $5 million, then $4 million, then eight amounts of $3 million (ending in 2020). However, the actual payouts will be different. All of the deferred payments will earn 3% per year until they are paid. For example, the $5 million is deferred from 2001 to 2011, or 10 years, meaning that it will actually be $6.7196 million when paid. Assume that the S4 million payment deferred to 2012 is deferred from 2002 (each payment is deferred 10 years). The contract is a 10-year contract, but each year has a deferred component so that cash flows are paid out over a total of 20 years. The contractual payments, signing bonus, and deferred components are given below. Note that, by contract, the deferred components are not paid in the year they are earned, but instead are paid (plus interest) 10 years later. 2002 $17 M $2 M 2012 2003 $17 M $2M 2013 2004 S17 M 2005 $19 M $2M 2015 2006 $19 M 2007 $23 M 2001 S16 M $2M 2011 Deferred $5 M 2008 $27 M 2009 $27 M 2010 S27 M $2 M 2014 2016 2017 2018 2019 2020 $4M $3M $3M $3M $3 M $3M $3M $3M S3 M Assume that an appropriate discount rate for A-Rod to apply to the contract payments is 7% per year. a. Calculate the true promised payments under this contract, including the deferred payments with interest. b. Draw a timeline of all of the payments. c. Calculate the present value of the contract. d. Compare the present value of the contract to the quoted value of $252 million. What explains the difference? a. Calculate the true promised payments under this contract, including the deferred payments with interest. The true promised payments under this contract for years 1 through 5 are: (Round all values to the nearest integer.) Year 1: Year 2:5 Year 3 Year 4: 5 Year 5: 5 million. million million. million million. The true promised payments under this contract for years 6 through 10 are: (Round all values to the nearest million.) Year 6:5 Year 7:5 Year 8:$ Year 9: 5 Year 10: million million million million million The true promised payments under this contract for years 11 through 20 are: (Round all values to four decimal places.) The true promised payments under this contract for years 11 through 20 are: (Round all values to four decimal places.) Year 11: 8 million. Year 12: 5 million Years 13 to 20: 5 million. b. Draw a timeline of all of the payments. The timeline of all the payments is shown below (cash flows in millions): (Select the best choice below.) O A. Year 1 2 3 4 5 6 7 8 9 10 11 12 13 20 $4.03 Cash Flows 518 519 $19 O B. Year 1 2 3 $19 521 $19 4 5 6 $23 523 $27 7 8 9 $27 $6.72 85.38 $4.03 10 11 12 13 $4.03 Cash Flows 518 OC. Year 1 519 $19 $19 2 3 4 519 $21 $23 5 6 7 527 $27 8 9 $27 $6.72 55.38 $4.03 10 11 12 13 20 Cash Flows $18 S18 $19 $19 21 $19 $23 S27 $27 $27 $6.72 $5.38 S4.03 S4.03 O D . Year 1 2 3 4 5 6 7 8 9 10 11 12 13 20 Cash Flows $18 819 $19 $19 $21 $19 $23 $27 $27 $27 $6.72 55.38 S4.03 $4.03 c. Calculate the present value of the contract. The present value of the contract is $1 million (Round to the nearest million.) d. Compare the present value of the contract to the quoted value of $252 million. What explains the difference? (Select the best choice below.) O A. The reason for the difference is although the $252 million quoted value does discount the future cash flows, it does not adjust the deferred payments for accrued interest. O B. The reason for the difference is the $252 million quoted value does not discount the future cash flows or adjust deferred payments for accrued interest. C. The reason for the difference is although the $252 million quoted value does adjust the deferred payments for accrued interest, it does not discount the future cash flows. OD. The reason for the difference is that the contract was quoted incorrectly. When Alex Rodriguez moved to the Texas Rangers in 2001, he received a lot of attention for his "$252 million contract (the total of the payments promised was $252 million). He later moved to the Yankees, but assume the following in order to determine the value of his contract when he signed it: Rodriguez earns $16 million in the first year, S17 million in years 2 through 4, S19 million in years 5 and 6, $23 million in year 7, and S27 million in years 8 through 10. He also receives his $10 million signing bonus spread equally over the first 5 years ($2 million per year). His deferred payments begin in 2011. The deferred pay-ment amounts total $33 million and are $5 million, then $4 million, then eight amounts of $3 million (ending in 2020). However, the actual payouts will be different. All of the deferred payments will earn 3% per year until they are paid. For example, the $5 million is deferred from 2001 to 2011, or 10 years, meaning that it will actually be $6.7196 million when paid. Assume that the S4 million payment deferred to 2012 is deferred from 2002 (each payment is deferred 10 years). The contract is a 10-year contract, but each year has a deferred component so that cash flows are paid out over a total of 20 years. The contractual payments, signing bonus, and deferred components are given below. Note that, by contract, the deferred components are not paid in the year they are earned, but instead are paid (plus interest) 10 years later. 2002 $17 M $2 M 2012 2003 $17 M $2M 2013 2004 S17 M 2005 $19 M $2M 2015 2006 $19 M 2007 $23 M 2001 S16 M $2M 2011 Deferred $5 M 2008 $27 M 2009 $27 M 2010 S27 M $2 M 2014 2016 2017 2018 2019 2020 $4M $3M $3M $3M $3 M $3M $3M $3M S3 M Assume that an appropriate discount rate for A-Rod to apply to the contract payments is 7% per year. a. Calculate the true promised payments under this contract, including the deferred payments with interest. b. Draw a timeline of all of the payments. c. Calculate the present value of the contract. d. Compare the present value of the contract to the quoted value of $252 million. What explains the difference? a. Calculate the true promised payments under this contract, including the deferred payments with interest. The true promised payments under this contract for years 1 through 5 are: (Round all values to the nearest integer.) Year 1: Year 2:5 Year 3 Year 4: 5 Year 5: 5 million. million million. million million. The true promised payments under this contract for years 6 through 10 are: (Round all values to the nearest million.) Year 6:5 Year 7:5 Year 8:$ Year 9: 5 Year 10: million million million million million The true promised payments under this contract for years 11 through 20 are: (Round all values to four decimal places.) The true promised payments under this contract for years 11 through 20 are: (Round all values to four decimal places.) Year 11: 8 million. Year 12: 5 million Years 13 to 20: 5 million. b. Draw a timeline of all of the payments. The timeline of all the payments is shown below (cash flows in millions): (Select the best choice below.) O A. Year 1 2 3 4 5 6 7 8 9 10 11 12 13 20 $4.03 Cash Flows 518 519 $19 O B. Year 1 2 3 $19 521 $19 4 5 6 $23 523 $27 7 8 9 $27 $6.72 85.38 $4.03 10 11 12 13 $4.03 Cash Flows 518 OC. Year 1 519 $19 $19 2 3 4 519 $21 $23 5 6 7 527 $27 8 9 $27 $6.72 55.38 $4.03 10 11 12 13 20 Cash Flows $18 S18 $19 $19 21 $19 $23 S27 $27 $27 $6.72 $5.38 S4.03 S4.03 O D . Year 1 2 3 4 5 6 7 8 9 10 11 12 13 20 Cash Flows $18 819 $19 $19 $21 $19 $23 $27 $27 $27 $6.72 55.38 S4.03 $4.03 c. Calculate the present value of the contract. The present value of the contract is $1 million (Round to the nearest million.) d. Compare the present value of the contract to the quoted value of $252 million. What explains the difference? (Select the best choice below.) O A. The reason for the difference is although the $252 million quoted value does discount the future cash flows, it does not adjust the deferred payments for accrued interest. O B. The reason for the difference is the $252 million quoted value does not discount the future cash flows or adjust deferred payments for accrued interest. C. The reason for the difference is although the $252 million quoted value does adjust the deferred payments for accrued interest, it does not discount the future cash flows. OD. The reason for the difference is that the contract was quoted incorrectly