Question

In: Finance

Acceleron incorporated has just paid annual dividend of $1.50. Analysts predict dividends will grow by $0.12...

Acceleron incorporated has just paid annual dividend of $1.50. Analysts predict dividends will grow by $0.12 per year for the next seven years. After that, they expect earnings to grow by 4% per year, and the dividend payout rate to remain constant. If Acceleron's equity cots of capital is 8.5% per year, what price should Acceleron stock sell for today?

Solutions

Expert Solution

$ 40.49

Working;

As per dividend discount method, current stock price is the present value of dividends.
Step-1:Present value of next 7 year's dividend
Year Dividend Present value of 1 Present value of dividend
a b c=1.085^-a d=b*c
1 $       1.62                 0.9217 $                  1.49
2 $       1.74                 0.8495 $                  1.48
3 $       1.86                 0.7829 $                  1.46
4 $       1.98                 0.7216 $                  1.43
5 $       2.10                 0.6650 $                  1.40
6 $       2.22                 0.6129 $                  1.36
7 $       2.34                 0.5649 $                  1.32
Total $                  9.94
Working:
Dividend of:
Year
1 = $                  1.50 + $       0.12 = $       1.62
2 = $                  1.62 + $       0.12 = $       1.74
3 = $                  1.74 + $       0.12 = $       1.86
4 = $                  1.86 + $       0.12 = $       1.98
5 = $                  1.98 + $       0.12 = $       2.10
6 = $                  2.10 + $       0.12 = $       2.22
7 = $                  2.22 + $       0.12 = $       2.34
Step-2:Terminal value of dividend at the end of year 7
Terminal Value = D7*(1+g)/(Ke-g) Where,
= 2.34*(1+0.04)/(0.085-0.04) D7 Year 3 dividend $       2.34
= $                54.08 g Growth rate 4%
Ke Required Return 8.5%
Step-3:Present value of terminal value
Present value = Terminal value at the end of Year 3*Present value of 1
= $                54.08 *      0.5649
= $                30.55
Working:
Present value of 1 = (1+i)^-n Where,
= (1+0.085)^-7 i 8.5%
=                  0.5649 n 7
Step-4:Present value of all dividends
Present value of all dividends = $       9.94 + $    30.55
= $    40.49
Thus,
Current selling price of stock is $    40.49

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