Question
XYZ is an unlevered firm and is currently valued at $820,000. It has 15,000 shares outstanding. As part of a Management Buyout (MBO), XYX is
XYZ is an unlevered firm and is currently valued at $820,000. It has 15,000 shares outstanding. As part of a Management Buyout (MBO), XYX is planning to borrow $400,000 from a bank at an annual interest rate of 5.5%. XYZ would repurchase $400,000 worth of stock with the proceeds of the bank loan. The bank agreement stipulates that the debt be repaid according to the following 6-year amortization schedule:
Beginning | Ending | ||||
Year | Balance | Payment | Interest | Principal | Balance |
1 | 400,000.00 | 80,071.58 | 22,000.00 | 58,071.58 | 341,928.42 |
2 | 341,928.42 | 80,071.58 | 18,806.06 | 61,265.52 | 280,662.90 |
3 | 280,662.90 | 80,071.58 | 15,436.46 | 64,635.12 | 216,027.78 |
4 | 216,027.78 | 80,071.58 | 11,881.53 | 68,190.05 | 147,837.73 |
5 | 147,837.73 | 80,071.58 | 8,131.08 | 71,940.50 | 75,897.23 |
6 | 75,897.23 | 80,071.58 | 4,174.35 | 75,897.23 | 0.00 |
At the end of year 6, XYZ will issue $200,000 in new debt. The firm plans to keep this debt level in perpetuity. The current cost of equity is 10% and the corporate tax rate is 35%. If capital markets are efficient, by how much the price per share of Company XYZ would change at the time of the announcement of the MBO?
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