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2. El Lilly (LY): The following company. The following table contains historical dividends and free cash flows for the CAPM M
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Answer #1

2] Eli Lilly

CAPM Model

expected return = risk free rate + (beta * market risk premium)

expected return = 1.75% + (0.16 * 7%) = 2.87%.

Dividend Model

value of share = D1 / (r - g), where

D1 = dividend in 2019

r = required return

g = growth rate of dividend.

The dividend grew from $1.96 to $2.25 between 2014 to 2018 (4 years).

FV = PV * (1 + I)4, where I is the growth rate (g).

$2.25 = $1.96 * (1 + g)4

g = ($2.25 / $1.96)1/4 - 1

g = 3.51%.

Dividend in 2019 = dividend in 2018 * (1 + g)

Dividend in 2019 = $2.25 * (1 + 3.51%) = $2.33.

Value of share =  D1 / (r - g)

Value of share = $2.33 / (6% - 3.51%)

Value of share = $93.53.

FCF Model

g is calculated to 3.51% between 2014 to 2018 in the previous part.

Value of share = (Equity value / number of shares)

Equity value = firm value - debt.

firm value = FCF1 / (WACC - g).

FCF0 = (1634.3 + 2974.6 + 2966.6 + 2406.7 + 1591.3) / 5 = 2314.70.

FCF1 =FCF0 * (1 + g)

FCF1 = 2314.70 * (1 + 3%) = 2384.14

firm value = FCF1 / (WACC - g).

firm value =   2384.14 / (5% - 3%)

firm value = 119,207.05.

equity value = firm value - debt.

equity value =  119,207.05 - 16,432.50 = 102,774.55.

Value of share = (Equity value / number of shares)

Value of share = (102,774.55 / 915.4)  

Value of share = $112.27.

Calculate rs

rs = (D1 / P0) + g

Dividend in 2019 = $2.25 * (1 + 3.51%) = $2.33.

rs = ($2.33 / $107.09) + 3.51%

rs = 5.69%

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