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Artemon [7]
3 years ago
9

Weaver Chocolate Co. expects to earn $3.50 per share during the current year, its expected dividend payout ratio is 65%, its exp

ected constant dividend growth rate is 6.0%, and its common stock currently sells for $32.50 per share. New stock can be sold to the public at the current price, but a flotation cost of 5% would be incurred. What would be the cost of equity from new common stock?Weaver Chocolate Co. expects to earn $3.50 per share during the current year, its expected dividend payout ratio is 65%, its expected constant dividend growth rate is 6.0%, and its common stock currently sells for $32.50 per share. New stock can be sold to the public at the current price, but a flotation cost of 5% would be incurred. What would be the cost of equity from new common stock?
Business
1 answer:
dusya [7]3 years ago
8 0

Answer:

<u><em>Cost of Equity =   13.36% </em></u>

Explanation:

Cost of Equity is required = ??

Discounted Dividend Model or DDM model can be used to calculate cost of equity from new common stock.

Before starting to solve, let's find out what have been given already:

Earnings = 3.50 USD

Payout Ratio = 65%

G = Growth Rate = 6.0%

F = Flotation Cost = 5%

P = Current Share Price = 32.50 USD

First Step is to find out the expected dividend.

Dividend = Expected Earning x Payout Ratio

Dividend = 3.50 x 65%

D = Dividend = 2.275 USD

So, now we have everything on board, let's find out cost of equity.

Cost of Equity = \frac{D}{P(1-F)} + G

Cost of Equity = \frac{2.275}{32.50(1-0.05)} + 0.06

<u><em>Cost of Equity =   13.36% </em></u>

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   ∑( Cash flow × PVF) = 79,347

Explanation:

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Now,

Present value factor (PVF) = \frac{\textup{1}}{\textup{(1 + 0.09)^n}}

here, n is the year

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Year             Cash flow             PVF             Cash flow × PVF

1                     10000             0.9174             9174

2                     10000             0.8417             8417

3                      10000             0.7722             7722

4                      10000             0.7084             7084

5                      10000             0.6499             6499

for years 6 to 10

Year             Cash flow             PVF             Cash flow × PVF

6                      16000              0.5963             9540.8

7                      16000              0.547             8752

8                      16000              0.5019             8030.4

9                      16000             0.4604             7366.4

10                      16000             0.4224             6758.4

========================================================

                                          ∑( Cash flow × PVF) = 79,347

========================================================

taking the PVF to 5 decimal places will make 79,347 ≈ 79,348

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