Example #4, On January 1, 2019 a company issues 100 bonds, each for $1,000, for a discount, as the interest rate on the bond (stated/coupon rate) is 3% and the market rate is 4%. They then used this cash to purchase an automobile for $100,000 cash. The bond is to be paid in at the end of THREE years (December 31, 2021).
Calculate the cash received from issuing bond:
Present value of maturity payment $100,000 $
Present value of interest payment ($100,000*.03=$3,000) $
Present value of cash payments $
Date |
Account Name |
Debit |
Credit |
1/1/2019 |
|||
12/31/2019 |
|||
(Discount balance: 2,775.09-889.00=1,886.09)
Date |
Account Name |
Debit |
Credit |
12/31/2020 |
|||
(Discount balance: 1,886.09-924.56=961.53)
Date |
Account Name |
Debit |
Credit |
12/31/2021 |
|||
(Discount balance is now zero)
Calculate the cash received from issuing bond: | |||
Present value of maturity payment (100,000 x 0.889) | 88,900.00 | ||
Present value of interest payment (3,000 x 2.775) | 8,324.91 | ||
Present value of cash payments | 97,224.91 | ||
Date | Account Titles and Explanation | Debit | Credit |
1/1/2019 | Cash | 97,224.91 | |
Discount on Bonds Payable | 2,775.09 | ||
Bonds Payable | 100,000.00 | ||
12/31/2019 | Interest Expense | 3,889.00 | |
Discount on Bonds Payable | 889.00 | ||
Cash | 3,000.00 | ||
12/31/2020 | Interest Expense | 3,924.56 | |
Discount on Bonds Payable | 924.56 | ||
Cash | 3,000.00 | ||
12/31/2021 | Interest Expense | 3,961.53 | |
Discount on Bonds Payable | 961.53 | ||
Cash | 3,000.00 | ||
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