Three variables are included in the calclation of value of stock, Gordon Growth Model formula: |
i) D1 or the expected annual dividend per share for the following year |
ii) ke or the required rate of return |
iii) g or the expected dividend growth rate. |
With these variables, the value of the stock can be computed as: |
Intrinsic Value = D1/ (ke – g) |
Answer for (a) : $28.34
EXPECTED PRICE OF THE COMPANY'S STOCK | ||
Particulars | Amount | Remarks |
Dividend (D0) | $ 1.30 | A (given) |
Growth rate (g) | 9.00% | B (given) |
Required return (Ke) | 14.00% | C (given) |
Dividend (D1) | $ 1.42 | D = A * (1+B) |
Difference between Ke and g | 5.00% | E = C - B |
expected value of company's stock | $ 28.34 | F = D ÷ E |
Answer for (b) : $26.36
NET PRICE OF CORPORATION | ||
Particulars | Amount | Remarks |
Price of stock | $ 28.34 | A (calculated above) |
Underwriting spread @ 7% | $ 1.98 | B = A x 7% |
Net price of corporation | $ 26.36 | C = A - B |
Answer for (c) : $26.34
EXPECTED PRICE OF THE COMPANY'S STOCK For NET PRICE BEING $24.5 | ||
Particulars | Amount | Remarks |
Net price of corporation | $ 24.50 | A (GIVEN) |
Underwriting spread @ 7% | $ 1.84 | B = A x 7/93 |
Price of stock | $ 26.34 | C = A + B |
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