In: Accounting
A company had stock outstanding as follows during each of its first three years of operations: 1,000 shares of 7%, $100 par, cumulative preferred stock and 51,000 shares of $10 par common stock. The amounts distributed as dividends are presented below. Determine the total and per-share dividends for each class of stock for each year by completing the schedule. Round dividends per share to the nearest cent. Enter "0" if no dividends are paid.
| 
 Preferred  | 
 Common  | 
||||
| 
 Year  | 
 Dividends  | 
 Total  | 
 Per Share  | 
 Total  | 
 Per Share  | 
| 1 | $5,250 | $ | $ | $ | $ | 
| 2 | 7,000 | $ | $ | $ | $ | 
| 3 | 36,770 | $ | $ | $ | $ | 
| 
 Preferred  | 
 Common  | 
||||
| 
 Years  | 
 Dividends  | 
 Total  | 
 Per Share  | 
 Total  | 
 Per Share  | 
| 
 1  | 
 $5,250  | 
 $5,250  | 
 $5.25  | 
 0  | 
 0  | 
| 
 2  | 
 $7,000  | 
 $7,000  | 
 $7.00  | 
 0  | 
 0  | 
| 
 3  | 
 $36,770  | 
 $8,750  | 
 $8.75  | 
 $28,020  | 
 $0.55  | 
Explanation:
Total annual preferred dividend = No. of preferred shares x dividend rate x par value
= 1,000 x 0.07 x $ 100
= $ 7,000
Dividend distribution year 1:
Dividend paid on year 1 = $ 5,250
Dividend per share = Total dividend paid/No. of shares
Preferred dividend per share = $ 5,250/1,000 = $ 5.25
Arrears dividend for preferred shares in year 1 = $ 7,000 - $ 5,250 = $ 1,750
As there is shortage of dividend payment for preferred stocks, no dividend is paid to common stocks.
Dividend distribution year 2:
Total dividend to be paid for preferred stocks = $ 1,750 + $ 7,000 = $ 8,750
Dividend paid on year 2 = $ 7,000
Preferred dividend per share = $ 7,000/$ 1,000 = $ 7
As there is shortage of dividend payment for preferred stocks, no dividend is paid to common stocks.
Dividend distribution year 3:
Total dividend to be paid for preferred stocks = $ 1,750 + $ 7,000 = $ 8,750
Dividend per preferred stocks = $ 8,750/1,000 = $ 8.75
Total dividends paid for common stocks = $ 36,770 - $ 8,750 = $ 28,020
Dividend per common stocks = $ 28,020/51,000 = $ 0.54941 or $ 0.55