Question

The XYZ Company currently (that is, as of year 0) pays a common stock dividend of...

The XYZ Company currently (that is, as of year 0) pays a common stock dividend of $1.5 per share. Dividend are expected to grow at a rate of 11% per year for the next 4 years and then continue growing thereafter at a rate of 5% per year. What is the current value of a share of Seneca common stock to an investor who require a 14% rate of return?

Hint:

  • The dividend growth rate g(t) changes during the history.
  • Dividend(t) = Dividend(t-1) * (1+g(t))
  • The terminal value P4 = D5 / (r-g5)
  • The cash flow for year 1-4, including both dividend and terminal value.
  • The stock price is calculated as the sum of the present value of the cash flows from year 1-4.
    • price = PV(D1) + PV(D2) + PV(D3) + PV(D4 + P4)
YEAR Uneven Growth Rate Dividend Terminal Price Future Cash Flow Discount Rate (A) Current Price of Future Dividend (B) Future Dividends and Terminal Value (C)
0 1.50 0.14 21.34
1 0.11 1.67 1.67
2 0.11 1.85 1.85
3 0.11 2.05 2.05
4 0.11 2.28 26.57 28.84
5 0.05 2.39
6 ... ...

Question A:

XYZ-1: How much is the expected dividend for year 4?

Question B:

XYZ-2: How much is the expected dividend for year 5?

Question C:

XYZ-3: How much is the terminal price at year 4?

Hint: P(t) = D(t+1) / (r-g)

Question D:

XYZ-4: How much is the current price of the stock, calculated as the present value of future cash flow?

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Answer #1

Given Do = $15 per share Growth Rate = g = For First 4 years = 11% = 0.11 From Shycor onwards - Sh=005 Required Rate of ReturPAGE: DATE: o Terminal Price at Year 4. P(t) = D(t+1)/rg r-9 Where Do = $2.39 (As Calculated in B above) r = 0.14 9 = 0.0S. P

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