In: Finance
Bellsouth Corporation had a current share price of $48.60, and the firm had 1,200,000 shares of stock outstanding. The company is considering an investment project that requires an immediate $15,400,000 investment but will produce a stream of cash flow of $5,950,000 each year over the next 4 years then close. There is no salvage value. If Bellsouth Corporation invests in the project, what would the new share price be? Bellsouth's cost of capital is 9.8%. (Hint: consider how the project NPV affects the stock price) $50.16 $51.55 $52.63 $53.18 $49.27
| Present Value (PV) of Cash Flow: | |||||||||
| (Cash Flow)/((1+i)^N) | |||||||||
| i=Discount Rate=cost of capital=9.8%=0.098 | |||||||||
| N=Year of Cash Flow | |||||||||
| N | Year | 0 | 1 | 2 | 3 | 4 | |||
| A | Initial Investment | ($15,400,000) | |||||||
| B | Cash flow | $5,950,000 | $5,950,000 | $5,950,000 | $5,950,000 | ||||
| C=A+B | Net Cash Flow | ($15,400,000) | $5,950,000 | $5,950,000 | $5,950,000 | $5,950,000 | SUM | ||
| PV=C/(1.098^N) | Present Value of Net Cash Flow | ($15,400,000) | $5,418,944 | $4,935,286 | $4,494,796 | $4,093,621 | $3,542,645 | ||
| NPV=Sum of PV | Net Present Value (NPV) | $3,542,645 | |||||||
| D | Number of shares outstanding | 1,200,000 | |||||||
| E=NPV/D | Increase in wealth per share | $2.95 | |||||||
| F | Current Share Price | $48.60 | |||||||
| G=E+F | New Share Price | $51.55 | |||||||
| Answer:$51.55 | |||||||||