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german
3 years ago
13

Allen, inc., has a total debt ratio of .34. what is its debt-equity ratio

Business
1 answer:
lawyer [7]3 years ago
6 0
Total debt ratio is the ratio of total debt to total assets 
i.e 
Total debt ratio = Total debt / Total assets  
But Total assets is nothing but total equity plus total debt  
Now let us consider, 
TD = Total debt  
TE = Total equity 
TA= Total assets   
Therefore, 
Total debt ratio = TD/TA 
But as mentioned above 
TA = TD + TE  
total debt ratio = Total debt/(total debt+total equity) 
total debt ratio = .34(given) 
.34 = TD / (TD + TE)  
Solving this equation yields:  
0.34 = 1/(1+ TE/TD) 
0.34(1+TE/TD) = 1 
0.34 + 0.34TE/TD =1 
.34(TE/TD) = 1 - 0.34 
0.34 (TE/TD) = 0.66 
0.34TE = 0.66TD  
Now, Debt equity ratio is the ratio of Total debt to total equity  
Debt-equity ratio = TD / TE 
Debt-equity ratio = 0.34 / 0.66 
Debt-equity ratio = 0.51515152
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Expected value of the benefits = Expected benefit from first policy + Expected benefit from Second policy

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Ivanhoe Diesel owns the Fredonia Barber Shop. He employs 5 barbers and pays each a base rate of $1,380 per month. One of the bar
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Answer:

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a. Variable costs per haircut = $4.40

   Total monthly fixed costs = $8,910

b. Break-even point in units = 1,350

Break-even point in sales dollars = $14,850

Net income with 1,670 haircuts = $2,120

Explanation:

a) Data and Calculations:

Fixed costs:

Wages of barbers per month =    $6,900 ($1,380 * 5)

Manager's allowance per month = $535

Advertising per month =                 $270

Rent per month =                           $1,010

Utilities per month =                        $160

Magazines per month =                   $35

Total fixed costs per month =     $8,910

Ivanhoe currently charges $11 per haircut.

Variable costs per haircut:

Commission per haircut =       $3.75

Barber supplies per haircut = $0.50

Utilities per haircut =                $0.15

Total variable costs per unit   $4.40

Contribution margin per haircut = $6.60 ($11 - $4.40)

Contribution margin ratio = 0.6

Break-even point in units = $8,910/$6.60 = 1,350

Break-even point in sales dollars = $8,910/0.6 = $14,850

Net income assuming 1,670 haircuts for a month:

Sales revenue = $18,370 ($11 * 1,670)

Variable costs =     7,340 ($4.40 * 1,670)

Contribution       $11,030

Fixed costs            8,910

Net income         $2,120

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3 years ago
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