1] | Year | Expected Dividend | PVIF at 14.6% | PV at 14.6% |
1 | $ - | 0.87260 | $ - | |
2 | $ - | 0.76143 | $ - | |
3 | $ 1.5000 | 0.66443 | $ 1.00 | |
4 | $ 1.9290 | 0.57978 | $ 1.12 | |
5 | $ 2.4807 | 0.50591 | $ 1.26 | |
PV of dividends t1 to t5 | $ 3.37 | |||
Horizon value of dividends = 2.4807*1.0438/(0.146-0.0438) = | $ 25.34 | |||
PV of Horizon value = 25.34/1.146^5 = | $ 12.82 | |||
Current intrinsic value | $ 16.19 | |||
2] | Price at t2: | |||
Year | Expected Dividend | PVIF at 15.6% | PV at 15.6% | |
1 | $ - | $ - | ||
2 | $ - | $ - | ||
3 | $ 1.5000 | 0.86505 | $ 1.30 | |
4 | $ 1.9290 | 0.74831 | $ 1.44 | |
5 | $ 2.4807 | 0.64733 | $ 1.61 | |
PV of dividends t1 to t5 | $ 4.35 | |||
Horizon value of dividends = 2.4807*1.0438/(0.156-0.0438) = | $ 23.08 | |||
PV of Horizon value = 23.08/1.156^3 = | $ 14.94 | |||
Price at t2 = | $ 19.29 | |||
Price at t3: | ||||
Year | Expected Dividend | PVIF at 15.6% | PV at 15.6% | |
1 | $ - | $ - | ||
2 | $ - | $ - | ||
3 | $ - | |||
4 | $ 1.9290 | 0.86505 | $ 1.67 | |
5 | $ 2.4807 | 0.74831 | $ 1.86 | |
PV of dividends t1 to t5 | $ 3.53 | |||
Horizon value of dividends = 2.4807*1.0438/(0.156-0.0438) = | $ 23.08 | |||
PV of Horizon value = 23.08/1.156^2 = | $ 17.27 | |||
Price at t2 = | $ 20.80 | |||
Dividend yield = 1.50/19.29 = | 7.78% | |||
Capital gains yield = 20.80/19.29-1 = | 7.83% | |||
Total yield | 15.60% | |||
3] | Is this statement a possible explanation for …...........dividend yet? | |||
No. |
REVISED SOLUTION:
1] | Year | Expected Dividend | PVIF at 14.6% | PV at 14.6% |
1 | $ - | 0.87260 | $ - | |
2 | $ - | 0.76143 | $ - | |
3 | $ 5.5000 | 0.66443 | $ 3.65 | |
4 | $ 7.0730 | 0.57978 | $ 4.10 | |
5 | $ 9.0959 | 0.50591 | $ 4.60 | |
PV of dividends t1 to t5 | $ 12.35 | |||
Horizon value of dividends = 9.0959*1.0438/(0.146-0.0438) = | $ 92.90 | |||
PV of Horizon value = 92.90/1.146^5 = | $ 47.00 | |||
Current intrinsic value | $ 59.35 | |||
2] | Price at t2: | |||
Year | Expected Dividend | PVIF at 15.6% | PV at 15.6% | |
1 | $ - | $ - | ||
2 | $ - | $ - | ||
3 | $ 5.5000 | 0.86505 | $ 4.76 | |
4 | $ 7.0730 | 0.74831 | $ 5.29 | |
5 | $ 9.0959 | 0.64733 | $ 5.89 | |
PV of dividends t1 to t5 | $ 15.94 | |||
Horizon value of dividends = 9.0959*1.0438/(0.156-0.0438) = | $ 84.62 | |||
PV of Horizon value = 84.62/1.156^3 = | $ 54.78 | |||
Price at t2 = | $ 70.72 | |||
Price at t3: | ||||
Year | Expected Dividend | PVIF at 15.6% | PV at 15.6% | |
1 | $ - | $ - | ||
2 | $ - | $ - | ||
3 | $ - | |||
4 | $ 7.0730 | 0.86505 | $ 6.12 | |
5 | $ 9.0959 | 0.74831 | $ 6.81 | |
PV of dividends t1 to t5 | $ 12.93 | |||
Horizon value of dividends = 9.0959*1.0438/(0.156-0.0438) = | $ 84.62 | |||
PV of Horizon value = 84.62/1.156^2 = | $ 63.32 | |||
Price at t2 = | $ 76.25 | |||
Dividend yield = 5.5/70.72 = | 7.78% | |||
Capital gains yield = 76.25/70.72-1 = | 7.82% | |||
Total yield | 15.60% | |||
3] | Is this statement a possible explanation for …...........dividend yet? | |||
No. |
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