In: Finance
Given the information in the table, what is the dividend yield from t=0 to t=1?
Today’s Dividend |
$3.23 |
Discount Rate |
5.43% |
Growth rate in dividends 0 to 1 |
8.10% |
Growth rate in dividends 1 to 2 |
8.64% |
Growth rate in dividends 2 to 3 |
6.97% |
Growth rate in dividends 3 onward |
4.41% |
Required Return | 5.43% | ||
Today's dividend | $3.23 | ||
Growth rate from 3rd year | 4.41% | ||
Step 1 - PV of cash flows | |||
Year | Growth Rate | Dividend | PV of Cash flow @ 5.43% |
1 | 8.10% | $3.49 | $3.31 |
2 | 8.64% | $3.79 | $3.41 |
3 | 6.97% | $4.06 | $3.46 |
$10.19 | |||
Step 2 - Calculation of Terminal Value | |||
` | |||
Dividend at the end of 4th year | =4.06*(1+.0441) | ||
=4.24 | |||
Terminal Value at Time = 3 | = | Dividend at the end of 4th year | |
Required rate - Growth rate | |||
= | 4.24 | ||
0.0543-.0441 | |||
= | $415.59 | ||
PV of Terminal Value(discounted today) = | 415.59/(1+0.0543)^3 | ||
= | $354.63 | ||
Current share price = 10.19+354.63 | |||
Current share price = $364.82 | |||
Dividend Yield = Current dividend / Share price * 100 | |||
Dividend yield = 3.23/364.82 *100 | |||
Current dividend yield = 0.89% | |||