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masya89 [10]
3 years ago
12

Coney Island Entertainment issues $1,300,000 of 5% bonds, due in 15 years, with interest payable semiannually on June 30 and Dec

ember 31 each year.
Calculate the issue price of a bond and complete the first three rows of an amortization schedule when:
Required:
1. The market interest rate is 5% and the bonds issue at face amount. (FV of $1, PV of $1, FVA of $1, and PVA of $1) (Use appropriate factor(s) from the tables provided. Do not round interest rate factors.)
Issue price
Date Cash Paid Interest Expense Increase in Carrying value Carrying value
1/1
6/30
13/31
2. The market interest rate is 6% and the bonds issue at a discount. (FV of $1, PV of $1, FVA of $1, and PVA of $1) (Use appropriate factor(s) from the tables provided. Do not round interest rate factors.)
3. The market interest rate is 4% and the bonds issue at a premium. (FV of $1, PV of $1, FVA of $1, and PVA of $1) (Use appropriate factor(s) from the tables provided. Do not round interest rate factors.)
Business
1 answer:
Ganezh [65]3 years ago
6 0

Answer:

1) The market interest rate is 5% and the bonds issue at face amount.

Dr Cash 1,300,000

    Cr Bonds payable 1,300,000

Year         Interest payment       Book value of bonds

June/1          $32,500                 $1,300,000

Dec/1            $32,500                 $1,300,000

June/2         $32,500                 $1,300,000

2) The market interest rate is 6% and the bonds issue at a discount.

price of bonds:

PV of face value = $1,300,000 / (1 + 3%)³⁰ = $535,582.79

PV of coupons = $32,500 x 19.600 (PV annuity factor, 3%, 30 periods) = $637,000

market price = $1,172,582.79

Dr Cash 1,172,582.79

Dr Discount on bonds payable 127,417.21

    Cr Bonds payable 1,300,000

discount amortization per coupon payment = $127,417.21 / 30 = $4,247.24

Year     Cash paid      Interest        Amortization       Bond           Book

                                   expense      bond discount    discount      value

June/1   $32,500   $36,747.24     $4,247.24     $123,169.97   $1,176,830.03

Dec/1    $32,500   $36,747.24     $4,247.24     $118,922.73    $1,181,077.27

June/2  $32,500   $36,747.24     $4,247.24     $114,675.49   $1,185,324.51

3. The market interest rate is 4% and the bonds issue at a premium.

price of bonds:

PV of face value = $1,300,000 / (1 + 2%)³⁰ = $717,692.16

PV of coupons = $32,500 x 22.396 (PV annuity factor, 2%, 30 periods) = $727,870

market price = $1,445,562.16

Dr Cash 1,445,562.16

    Cr Bonds payable 1,300,000

    Cr Premium on bonds payable 145,562.16

discount amortization per coupon payment = $145,562.16 / 30 = $4,852.07

Year     Cash paid      Interest        Amortization       Bond           Book

                                   expense      bond discount    premium     value

June/1   $32,500   $27,647.93     $4,852.07    $140,710.09   $1,440,710.09

Dec/1    $32,500   $27,647.93     $4,852.07    $135,858.02   $1,435,858.02

June/2  $32,500   $27,647.93     $4,852.07    $131,005.95   $1,431,005.95

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Date        General Journal                Debit            Credit

March 1   Bank A/c                        $2,650,000

                  (53,000 × $50)

                       Share Capital A/c                            $53,000

                        (53,000 × $1)

                        Share Premium A/c                        $2,597,000

                        [53,000 × $49 ($50 - $1)}  

                (Being additional 53,000 issued shares for $50)

May 10     Treasury Stock A/c            $254,400

                (4,800 × $53)

                        Cash A/c (4,800 × $53)                  $254,400

               (Being purchase of 4,800 treasury stock for $53 )    

June 1       Retained Earning A/c        $207,480  

                 (1,53,000- 4,800) × $1.4

                          Dividend Payable A/c                   $207,480

                           [(153,000 - 4,800) × $1.4]

                 (Being cash dividend declared)

July 1        Dividend Payable A/c       $207,480

                           Cash A/c                                        $207,480

                 (Being cash dividend paid)

October 21  Cash A/c (2,400 × $58)   $139,200

                          Treasury Stock (2,400 × $53)          $127,200

                          Paid in Capital from treasury Stock $12,000

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nikitadnepr [17]

Answer:

= $11,670,200/ $41,329,800 x 100 = 28.24%

Explanation:

The question is to compute the flotation cost of the funds raised by Cross Country Movers after going public. Furthermore, it should be presented as a percentage.

The formula therefore, is = Total Direct Costs / Net Amount raised x 100

Step 1: Total Direct Costs

= Direct Costs (legal and others) + Indirect costs + (Initial Offering Price - the amount received for each share x total shares sold) + (Price rise in stock per share - the initial offering price per share x total shares sold)

= $626,000 + $105,000 + 9,667,200‬+ 1,272,000‬ = $11,670,200

Step 2: Net Amount Raised

= Amount recieved per share x total shares - Direct and indirect costs

= $19.84 x 2,120,000 shares - $626,000 + $105,000

= 42,060,800‬- 731,000‬ = $41,329,800

Step 3: Floatation Cost in Percentage

= $11,670,200/ $41,329,800 x 100 = 28.24%

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