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CaHeK987 [17]
4 years ago
7

GMM co. plans to issue annual coupon bonds with 7.5% coupon rate to the public, maturing in 10 years. The face value of the bond

is $1,000. You, as the CFO, want to decide how to set the price for the bond.
You notice that 2 years ago, your company issued a 15-year annual coupon bond with 8% coupon rate.
The current market price for the outstanding old bond is $950.

What is the fair price for the new 10-year annual coupon bond?


a. 1000

b. 924.70

c. 1024.70

d. 934.70

e. 1034.70
Business
1 answer:
SOVA2 [1]4 years ago
7 0

Answer:

  • What is the fair price for the new 10-year annual coupon bond?

b. 924.70

Explanation:

First it's needed to calculate the YTM of the current bonds, issued 2 years ago, if we applied the Present Value formula to the Principal and Coupons we get the YTM to the current bonds.

With a market price of $950, we can find the YTM of these bonds today, when there are 13 years left until the expiration date, the YTM is 8,66%.

If we apply this 8,66% rate to the new bond issue, we can obtain the price that could be accepted for the market.

Bond Value  

Principal Present Value  =  F /  (1 + r)^t  

Coupon Present Value   =  C x [1 - 1/(1 +r)^t] / r  

YTM of the Bond that was issued 2 years ago.  

The price of this bond it's $340 + $610 = $950  

Present Value of Bonds $340 = $1,000/(1+0,0866)^13    

Present Value of Coupons $610 =  $80 (Coupon) x 7,63  

7,63 =   [1 - 1/(1+0,0866)^13 ]/ 0,0866  

The bond price to be issued:    

The price of this bond it's $436 + $489 = $924,70    

Present Value of Bonds $436 = $1,000/(1+0,0866)^10      

Present Value of Coupons $489 =  $75 (Coupon) x 6,52    

6,52 =   [1 - 1/(1+0,0866)^10 ]/ 0,0866    

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You are evaluating the balance sheet for Blue Jays Corporation. From the balance sheet you find the following balances: cash and
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Answer:

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b. Quick ratio=1.053

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Explanation:

a.

<em>Step 1: Determine total current assets</em>

The total current assets can be expressed as;

T=C+R+I

where;

T=total current assets

C=cash and marketable securities

R=accounts receivable

I=inventory

In our case;

T=unknown, to be determined

C=$200,000

R=$800,000

I=$1,000,000

replacing;

T=(200,000+800,000+1,000,000)=$2,000,000

Total current assets=$2,000,000

<em>Step 2: Determine total current liabilities</em>

The total current liabilities can be expressed as;

T=W+A+N

where;

T=total current liabilities

W=accrued wages and taxes

A=accounts payable

N=notes payable

In our case;

T=unknown, to be determined

W=$250,000

A=$400,000

N=$300,000

replacing;

T=(250,000+400,000+300,000)=$950,000

Total current liabilities=$950,000

<em>Step 3: Determine current ratio</em>

The current ratio can be expressed as follows;

Current ratio=total current assets/total current liabilities

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replacing;

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b.

<em>Step 4: Determine quick ratio</em>

The quick ratio can be expressed as follows;

Quick ratio=(current assets-inventory)/current liabilities

where;

Quick ratio=unknown, to be determined

current assets=$2,000,000

inventory=$1,000,000

current liabilities=$950,000

replacing;

Quick ratio=(2,000,000-1,000,000)/950,000

Quick ratio=1,000,000/950,000=1.053

Quick ratio=1.053

c.

<em>Step 4: Determine cash ratio</em>

The cash ratio can be expressed as follows;

Cash ratio=(cash+marketable securities)/current liabilities

where;

Cash ratio=unknown, to be determined

Cash and marketable securities=$200,000

current liabilities=$950,000

replacing;

Cash ratio=(200,000/950,000)=0.211

Cash ratio=0.211

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