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Firlakuza [10]
3 years ago
7

Gnomes r us is considering a new project. the company has a debt–equity ratio of .78. the company's cost of equity is 14.6 perce

nt, and the aftertax cost of debt is 7.9 percent. the firm feels that the project is riskier than the company as a whole and that it should use an adjustment factor of +2 percent. what is the company's wacc?
Business
1 answer:
kodGreya [7K]3 years ago
3 0

To look for the company’s WACC for the level of danger in the project. A debt-equity ratio of 0.78 suggests a weight of debt of 0.78/1.78 and a weight of equity of 1/1.80, so the company’s WACC is:

WACC = (0.78/1.78) (0.0780) + (1/1.78) (0.1460)

= 0.03417978 + 0.08202247

WACC = 0.1162 or 11.62%

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Answer and Explanation:

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Beginning

cash balance          $182,000  $264,650     $434,150  

Add:

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collections             $577,750  $622,700      $621,650  

Total cash

available                $759,750  $887,350      $1,055,800  

Less:

Cash disbursements  

Purchases              -$289,000 -$302,000    -$282,000  

Wages, Taxes

and expenses        -$137,000   -$129,000     -$179,000  

Interest                    -$15,600    -$15,600        -$15,600  

Equipment

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Total

cash disbursements  -$495,100  -$453,200    -$724,600  

Ending

cash balance              $264,650   $434,150       $331,200  

Working Notes:

Cash collection from credit sales    

Particulars           March        April        May            June

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60% cash collected

in following month

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7 0
3 years ago
A pension plan is obligated to make disbursements of $2.5 million, $3.5 million, and $2.5 million at the end of each of the next
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Answer:

Please see attachment

Explanation:

Please see attachment

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3 years ago
The following production data were taken from the records of the Finishing Department for June:Inventory in process, 6-1 (30% co
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Option (a) is correct.

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Four hospitals are located within a city at coordinate points P1=(10,20), P2=(14,12), P3=(8,4) and P4=(32,6). The hospitals are
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Answer:

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conditions :

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(ii) if travel is measured in Euclidean distance.

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find the values of the below variables :

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The coordinates of the Blood bank = [ ( Lx / ( ∑load ) ) ,  Ly /  ( ∑load ) ]

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