Question: Based on the data provided COL LTA BTM INTANG CF DDIV Raw 0.0912216 11.808462 0.215083 0.026796 0.219248 1 Standardization Calculations (0.0912216-0.497)/0.23 (11.808462-5.048)/2.167 (0.215083-0.762)/0.628 (0.0267963169-0.058)/0.106 (0.219247962-0.093)/0.154
Based on the data provided
|
| COL | LTA
| BTM | INTANG | CF | DDIV |
| Raw | 0.0912216 | 11.808462 | 0.215083 | 0.026796 | 0.219248 | 1 |
| Standardization Calculations | (0.0912216-0.497)/0.23
| (11.808462-5.048)/2.167 | (0.215083-0.762)/0.628 | (0.0267963169-0.058)/0.106 | (0.219247962-0.093)/0.154 | 1 |
| Standardized | -1.764254
| 3.119733 | -0.87088649 | -0.29437437 | 0.819791961 | 1 |
|
| COL | LTA | BTM | INTANG | CF |
| Mean | 0.497 | 5.048 | 0.762 | 0.058 | 0.093 |
| Std. Dev. | 0.230 | 2.167 | 0.628 | 0.106 | 0.154 |
Assume that 10% is the appropriate discount rate
= 0.112-0.04*(COL)+0.016*(LTA)-0.018*(BTM)-0.025*(INTANG)+0.085*(CF)+0.064(DDIV)=0.38594675
=1.43
IOB =1,460,000/321,686,000
=0.0045386
The marginal cost curve for Tesla in 2016: MC(IOB)= +*IOB
=0.386+1.43*0.0045386
a) Estimate whether Apple Inc. is at its optimal IOB. If not, how much shareholder value can Apple create by changing their leverage to optimal IOB?
b) Draw the marginal benefit and marginal cost curves of debt for Apple
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