Answer:
a. EPS = $4.78 per share
b. Basic EPS = $4.41 per share
Explanation:
a. Compute the earnings per share (EPS) of common stock
Number of shares outstanding = 38,000 + 10,000 + 1,000 = 49,000
EPS = Net income ÷ Number of common shares outstanding = $234,000 ÷ 49,000 = $4.78 per share
b. Compute the basic earnings per share of common stock
Preferred dividend = 6,000 × $50 × 6% = $18,000
Basic EPS = (Net income - Preferred dividend) ÷ Number of common shares outstanding = ($234,000 - $18,000) ÷ 49,000 = $4.41 per share
Answer: The firm issued common stock in 2013.
Explanation:
Since the firm has never paid a dividend to its common stockholders, we can see that the firm issued common stock in 2013.
Looking clearly at the common equity section, we can see that there was an increase in the common stock from $1000 to $2000.
The reduction in the retained earnings from $2340 to $2000 also shows that there was a loss.
Based on the above scenarios, we can say that the firm issued common stock in 2013.
Answer:
The price of the bonds = $951.963
Explanation:
<em>The value of the bond is the present value (PV) of the future cash receipts expected from the bond. The value is equal to present values of interest payment plus the redemption value (RV) discounted at the yield rate </em>
Value of Bond = PV of interest + PV of RV
The PV of interest payment
A ×(1- (1+r)^(-n))/r
A- interest payment, r- interest rate, n- number of years
Interest payment = 100
PV = 100× (1- 1.12^(-3))/0.12= 240.183
PV of redemption value
PV = RV× (1+r)^(-n)
RV- Redemption value - 1,000, r- interest rate, number of years, number of years- 3
PV = 1000× 1.12^(-3) = 711.7802
The value of bond = 240.18 + 711.78= 951.963
The price of the bonds = $951.963
Answer:
On average the firm issued shares at $15 dollars each
Explanation:
the treasury stock are purchased at the market price which is not the same as the issuance price thus, we ignore it.
the company issued 33,600 shares with par value of $10
from which it has $168,000 additional paid-in
In total: 33,600 x $10 = 336,000
<u> + 168,000 </u>
Total paid-in 504,000
504,000 / 33,600 = <em>$15</em>