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Finger [1]
3 years ago
9

Garcia Company issues 10%, 15-year bonds with a par value of $230,000 and semiannual interest payments. On the issue date, the a

nnual market rate for these bonds is 8%, which implies a selling price of 117 1/4. The effective interest method is used to allocate interest expense.
1. Using the implied selling price of 117 1/4, what are the issuer's cash proceeds from issuance of these bonds.
2. What total amount of bond interest expense will be recognized over the life of these bonds?
3. What amount of bond interest expense is recorded on the first interest payment date?
Business
1 answer:
Nesterboy [21]3 years ago
6 0

Answer:

A.$269,675

B.$305,325

C.$10,787

Explanation:

Requirement A Cash proceeds

Cash proceeds can find out by multiplying par value with the selling price

Cash proceeds = Par Value x Selling price

Cash proceeds = $230,000 x 117.25%

Cash proceeds = $269,675

Requirement B Interest Expense

Bond interest expense =Total repayment -Amount borrowed(REQ.A)

Bond interest expense = $575,000(w) - $269,675

Bond interest expense = $305,325

Workings

Semi-annual interest expense =  $230,000 x 10% x 6/12

Semi-annual interest expense = $11,500

Total payment would be 30 for 15 years

Total payment = $11,500 x 30

Total payment = $345,000

Total repayment = Par value + $345,000

Total repayment = $230,000 + $345,000

Total repayment = $575,000

Requirement C Bond interest expense on the first interest payment date

Bond interest Expense = $269,675(REQ.A) x 8% x 6/12

Bond interest Expense = $10,787

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Cash                                      $17,700

Common Stock                                     $1,180

Additional Paid-In Capital                    $16,520

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Account                                 Debit      Credit

Equipment                             $8,200

Cash                                                       $1,500

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Notes Payable                                      $14,000

Notes Receivable                  $800

Cash                                                      $800

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