In: Accounting
Early in the 2020, Baladna Co. prepared an expansion plan. The plan requires an increase in in both property, plant and equipment and inventory by $190,000,000 and $10,000,000 respectively. The following three alternative financing plans have been suggested by the firm’s investment bankers:
Plan I: issue preferred stock at par.
Plan II: issue common stock at $10 per share.
Plan III: issue a 16% long-term bonds, due in 20 years, at par ($1,000).
Plan A:
Plan B:
Plan C:
| 
 Income Statement  | 
| 
 For the Year Ended December 31, 2019  | 
| 
 (in thousands except earnings per share)  | 
| 
 Sales $936,000  | 
| 
 Cost of sales 671,000  | 
| 
 Gross profit $265,000  | 
| 
 Operating expenses:  | 
| 
 Selling $62,000  | 
| 
 General 41,000 103,000  | 
| 
 Operating income $162,000  | 
| 
 Other items:  | 
| 
 Interest expense 20,000  | 
| 
 Earnings before provision for income tax $142,000  | 
| 
 Provision for income tax 56,800  | 
| 
 Net income $ 85,200  | 
| 
 Earnings per share $ 0.83  | 
Answer :
Increase in property, plant and equipment = $190,000,000
Increase in and inventory = $10,000,000
Total increase in assets = $190,000,000 + $10,000,000 = $200,000,000
So, Baladna Co. requires an $200,000,000 under expansion plan.
Under Plan A if Baladna Co. issues preferred stock at par :
Operating income = $162,000
Interest expense = $20,000
Times interest earned ratio = Operating income / Interest expense
= 162,000 / $20,000
= 8.1 times
Under Plan B if Baladna Co. issue common stock at $10 per share :
Operating income = $162,000
Interest expense = $20,000
Times interest earned ratio = Operating income / Interest expense
= 162,000 / $20,000
= 8.1 times
Under Plan C if Baladna Co. issue a 16% long-term bonds, due in 20 years, at par :
Operating income = $162,000
Interest on 16% long term bonds = $200,000,000 x 16% = $32,000 thousand
Total Interest = $20,000 + 32,000 = $52,000
Times interest earned ratio = Operating income / Interest expense
= 162,000 / $52,000
= 3.115 times
So,
Plan A: Times interest earned = 8.1 times
Plan B: Times interest earned = 8.1 times
Plan C: Times interest earned = 3.115 times