In: Finance
IGM Realty had stock prices of $33, $33, $38, $36, and $28 at the end of the last five quarters respectively. If IGM pays a dividend of $1.1 at the end of each quarter, what is the annual realized return on IGM?
Quarter |
Price |
Dividend |
0 |
$33 |
$1.1 |
1 |
$33 |
$1.1 |
2 |
$38 |
$1.1 |
3 |
$36 |
$1.1 |
4 |
$28 |
$1.1 |
Calculation of annualized realized return on the investment | ||||||||||||||
Since, we are required to calculate annualized return, the relevant quarters are 1,2,3 and 4 | ||||||||||||||
The dividends are received at the end of every quarter - hence add dividends of quarter 1,2,3 and 4 | ||||||||||||||
The relevance of quarter 0 is to know the starting stock price, to calculate capital appreciation. The dividend is irrelevant, since it belongs to the previous year | ||||||||||||||
(remember, stock price at the end of quarter 0 and stock price at the beginning of year 1 is $33) | ||||||||||||||
To calculate the capital appreciation, subtract the opening price of the year from the closing price | ||||||||||||||
$ | ||||||||||||||
Opening price | 33 | (price at the end of quarter 0) | ||||||||||||
Closing price | 28 | |||||||||||||
Capital Appreciation | -5 | (28-33) | ||||||||||||
Dividend receieved | ||||||||||||||
Quarter | $ | |||||||||||||
1 | 1.1 | |||||||||||||
2 | 1.1 | |||||||||||||
3 | 1.1 | |||||||||||||
4 | 1.1 | |||||||||||||
Total Dividends | 4.4 | |||||||||||||
Annualized return | ||||||||||||||
= (Capital appreciation + Dividends received)/Opening stock price | ||||||||||||||
= (-5+4.4)/33 | ||||||||||||||
-1.82% | ||||||||||||||
Answer = -1.82% | ||||||||||||||