In: Finance
XYZ Pharmaceutical, Inc. just got FDA approval for their new drug, Viagrina. The company has never paid a dividend, but they expect to pay one for the first time by the end of the year. The expected dividend is $3.00 per share and the company expects that dividend to increase at a rate of 20% for five years. After that, XYZ expects to see its dividend growth limited by the growth rate the US economy, which on average is 4.5% per year. If the required rate of return for other startup pharmaceutical companies like XYZ is 11%, what should be the fair price of XYZ’s stock today?
(A) Present Value of 5 Years Cash Flow | |||||
Year | Calculation | Div Amt | DF @ 11% | Discounted Div amt | |
D0 | $ 3.00 | ||||
D1 | = 3 + 20% | $ 3.60 | 0.9009 | $ 3.24 | |
D2 | = 3.6 + 20% | $ 4.32 | 0.8116 | $ 3.51 | |
D3 | = 4.32 + 20% | $ 5.18 | 0.7312 | $ 3.79 | |
D4 | = 5.184 + 20% | $ 6.22 | 0.6587 | $ 4.10 | |
D5 | = 6.22 + 20% | $ 7.46 | 0.5935 | $ 4.43 | |
Total (A) | $ 19.07 | ||||
(B) Terminal Value i.e. Value still Perpituity | |||||
Po = | D / (Ke - g) | ||||
D6 | = 7.46 + 4.5% | ||||
7.505 | |||||
TV | = 7.505 / (0.11 - 0.045) | ||||
$ 115.46 | |||||
Present Value of terminal Value | = $115.46.23 X .5935 | ||||
$ 68.53 | |||||
Stock Price = (A) + (B) | |||||
= 19.07 + 68.53 | |||||
$ 87.60 |