question archive Anson Jackson Court Company (AJC) The Anson Jackson Court (AJC) currently has $150,000 market value (and book value) of perpetual debt outstanding carrying a coupon rate of 6%

Anson Jackson Court Company (AJC) The Anson Jackson Court (AJC) currently has $150,000 market value (and book value) of perpetual debt outstanding carrying a coupon rate of 6%

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Anson Jackson Court Company (AJC) The Anson Jackson Court (AJC) currently has $150,000 market value (and book value) of perpetual debt outstanding carrying a coupon rate of 6%. Its earnings before interest and taxes (EBIT) are $89,000, and it is a zero growth company. AJC's current cost of equity is 10%, and its tax rate is 25%. The firm has 10,000 shares of common stock outstanding selling at a price per share of $60.00. Refer to the data for the Anson Jackson Court Company (AJC). What is AJC's current total market value and weighted average cost of capital? Total Market Value; WACC

a. $750,000; 8.4%

b. $650,000; 9.4%

c. $650,000; 8.9%

d. $750,000; 8.9%

e. $750,000; 9.4%

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Answer:

A. Current Total Market Value                  
Current market value of debt   $1,50,000.00                
Current market value of equity   $6,00,000.00                
( no.of shares * market price )                  
10,000 Shares*$60                  
Market Value   $7,50,000                
                     
                     
B. Weighted Average Cost of Capital (WACC)                
Dollar Valuation Method                  
Equity $6,00,000.00                  
Debt $1,50,000.00                  
Cost of Equity 10%                  
Cost of Debt 6%                  
Tax rate 25%                  
                     
                     
WACC = {Equity / (Equity + Debt) * Cost of Equity } +{ Debt / ( Equity + Debt ) * Cost of Debt * (1 - 25%)}
                     
= {$6,00,000/($6,00,000+$1,50,000)*10%} + {$1,50,000/($6,00,000+$1,50,000)*6%*0.75}    
                     
= $6,00,000 *10%        + $1,50,000 *6%*0.75            
$7,50,000 $7,50,000            
                     
                     
                     
                     
= 0.08 + 0.009                  
                     
= 8.90%                  
                     
                     
  Option D : $7,50,000 ; 8.90%