Ans.
a.
Re = Rf + (Rm- Rf)* Beta
Risk free rate of return (Rf) = 5%
Market Return (Rm) = 14%
Required rate of return (Re): To be calculated
Beta = 1.8
Re = 5% + (14% - 5%) * 1.8 = 5% + 16.2% = 21.2%
Growth rate (g) = Retention Ratio * ROE
ROE = 13%
Retention Ratio = 3/4
g = 3/4 * 0.13 = 0.0975
D1 = E0 (1+g) * (1- b)
Where
E0 = $ 3.10
b = retention ratio
(1-b) = (1 - 3/4) = 1/4
D1 = $ 3.10 * ( 1 + 0.0975) * 1/4
D1 = $ 0.8505625
P0 = D1/(Re - g)
P0 = $0.8505625 /(0.212 - 0.0975 )
P0 = $0.8505625 /0.1145 = 7.4284 or 7.43
b)
E0 = $3.10
E1 = E0*(1+g)
E1 = $3.10*1.0975
E1 = $3.40
Leading P0/E1 = $7.43/$3.40
Leading P0/E1 = 2.19
Trailing P0/E0 = $7.43/$3.10
Trailing P0/E0 = 2.3967 or 2.40
c)
Present value of growth opportunities = P0 - E1 / Re
= 7.43 - (3.40/ 0.212)
= 7.43 - 16.0377 = - 8.6077
The present value of growth opportunities is negative, this is because the ROE (13%) is less than Re (21.2%).
d)
Now, if the plowback ratio, b = 1/4
Then, Growth rate = b*ROE
Growth rate = 1/4 * 13%
Growth rate = 3.25% or 0.0325
D1 = $3.1 * 1.0325 * 3/4
D1 = $2.40
V0 = $2.40/(0.212-0.0325)
V0 = $2.40/(0.212-0.0325) = $ 2.4 / 0.1795 = $ 13.37
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