amortization
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Straight line amortization of bond discount and bond premium problem.

Romero issues $3,400,000 of 10%, 10 year bonds dated January 1, 2007, that pays interest semiannually on June 30 and December 31. The bonds are issue at a price of $3, 010,000.

1. Prepare January 1, 2007, journal entry to record the bonds issuance

2. For each semiannual period, compute (a) the cash payment, (b)the straight line discount amortization and (c)the bond interest expense.

3. Prepare the first two years of an amortization table using the straight line method

4. Prepare the journal entries to record the first two interest payments

5. Assume that the bonds are issued at a price of $4,192,932. Repeats parts 1 through 5.

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1 Comment(s)

  1. Romero issues $3,400,000 of 10%, 10 year bonds dated January 1, 2007, that pays interest semiannually on June 30 and December 31. The bonds are issued at a price of $3,010,000.

    Qn 1
    Dr Cash $3,010,000
    Dr Bonds discount $390,000
    Cr Bonds payable $3,400,000

    Qn 2 & Qn 4
    Dr Interest expense $189,500
    Cr Bonds discount $19,500 ($390,000/20)
    Cr Cash $170,000 ($3.4m x 5%)

    Qn 3
    Beginning bonds discount $390,000
    less Yr 1 amortisation ($19,500)
    Unamortised discount $370,500
    less Yr 2 amortisation ($19,500)
    Unamortised discount $351,000

    Romero issues $3,400,000 of 10%, 10 year bonds dated January 1, 2007, that pays interest semiannually on June 30 and December 31. The bonds are issue at a price of $4,192,932

    Qn 1
    Dr Cash $4,192,932
    Cr Bonds premium $792,932
    Cr Bonds payable $3,400,000

    Qn 2 & Qn 4
    Dr Interest expense $130,353
    Dr Bonds premium $39,647 ($792,932/20)
    Cr Cash $170,000 ($3.4m x 5%)

    Qn 3
    Beginning bonds premium $792,932
    less Yr 1 amortisation ($39,647)
    Unamortised premium $753,285
    less Yr 2 amortisation ($39,647)
    Unamortised premium $713,638

    Sandy | Feb 27, 2010 | Reply

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