Stock Valuation

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Stock Valuation

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Stock Valuation Jeff Cahn & Tom Mrjenovich Why Own Common Stock? Capital Gains Increase in stocks price Dividends Monthly, quarterly, or yearly payouts of a ... – PowerPoint PPT presentation

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Title: Stock Valuation


1
Stock Valuation
  • Jeff Cahn Tom Mrjenovich

2
Why Own Common Stock?
  • Capital Gains Increase in stocks price
  • Dividends Monthly, quarterly, or yearly payouts
    of a corporations earnings.
  • Not all corporations pay dividends

3
Valuation
  • The stocks price is the present value of the
    expected future dividends plus the present value
    of any capital gains.

4
Dividend Discount Models
  • Zero-Growth Model
  • Constant-Growth Model
  • Multiple-Growth Model

5
Zero-Growth Model
  • Assumption- Future dividend payouts remain
    constant
  • Infinite Holding Period
  • VD1 / k
  • Finite Holding Period
  • V D1 / (1k) D2 / (1k)2 DtPt/ (1k)t
  • V price of stock, D0 Previous years dividends,
    Dn future dividends, k discount rate, g
    dividend growth rate.

6
Example 1
  • You want to buy xyz corporations stock today. You
    plan to sell it in 2 years. It will pay a
    dividend of 2.00 per year over the next two
    years (at the end of each year). The stock price
    at the end of year 2 will be 15.00. The discount
    rate is 8, how much should you pay for the stock?

7
Solution 1
  • V D1 / (1k) D2P2 / (1k)2
  • V
  • V

8
Constant Growth Model
  • Assumption- Future dividend payouts grow at a
    constant rate.
  • Infinite holding period
  • VD1 / (k-g)
  • Finite holding period
  • V D1/ (1k) (D1(1g)t-1 ) / (1k)t
    D1(1g) t-1Pt/ (1k)t

9
Example 2
  • You want to buy xyz corporation today. XYZ
    corporation paid a dividend of 2.00 yesterday.
    Assuming their dividend will grow 2 per year
    forever and a discount rate 8, what is a fair
    price?

10
Solution 2
  • VD1 / (k-g)
  • D1 D0(1g)
  • V
  • V

11
Multiple-Growth Model
  • Assumption- forecast dividends for the first few
    years until you believe they will grow at a
    constant rate.
  • T
  • VS D1 / (1k)t DT1 / (k-g)(1k)t
  • t1

12
Example 3
  • You want to buy xyz corporation stock today. You
    forecast they will pay a dividend of 2.00 in
    year 1, 1.50 in year 2, and 3.00 in year 3.
    From year 3 onwards they will have a growth rate
    of 2 and a discount rate of 8. What would you
    be willing to pay?

13
Solution 3
  • T
  • VS D1 / (1k)t DT1 / (k-g)(1k)t
  • t1
  • V
  • V

14
Questions?
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