Question: 2. Fill out the table below. (80 points) The first three columns are inputs. P and CR are, respectively, the price and coupon rate of
| 2. Fill out the table below. (80 points) | |||||||||
| The first three columns are inputs. P and CR are, respectively, the price and coupon rate of an annual 1.5-year coupon bond. TR is the marginal tax rate. The face value is $1,000. | |||||||||
| The last four columns are outputs. yp is the pretax yield. ya is the after-tax yield implied by the potentially-flawed formula. ya' is the after-tax yield assuming capital gains are only taxed at maturity and coupon payments are taxed normally. ya'' is the after-tax yield assuming capital gains are only taxed at maturity and coupon payments are tax-exempt. | |||||||||
| I have already filled out the first row; it is the example we worked through in class. The goal for this exercise is to see how these yields change as the inputs change. | |||||||||
| P | CR | TR | yp | ya | ya' | ya'' | |||
| $900 | 10% | 40% | 17.894% | 10.736% | 10.878% | 15.234% | |||
| $1,000 | 10% | 40% | ? | ? | ? | ? | |||
| $900 | 17% | 40% | ? | ? | ? | ? | |||
| $900 | 10% | 47% | ? | ? | ? | ? | |||
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To fill out the table we need to calculate the pretax yield yp and the aftertax yields ya ya and ya ... View full answer
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