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Ray Of Light [21]
2 years ago
15

The situations presented here are independent of each other. For each situation, prepare the appropriate journal entry for the r

edemption of the bonds.
1. Ayayai Corp. redeemed $158,000 face value, 12% bonds on April 30, 2022, at 102. The carrying value of the bonds at the redemption date was $142,674. The bonds pay annual interest, and the interest payment due on April 30, 2022, has been made and recorded.
2. Kingbird, Inc. redeemed $179,000 face value, 14.0% bonds on June 30, 2022, at 95. The carrying value of the bonds at the redemption date was $193,320. The bonds pay annual interest, and the interest payment due on June 30, 2022, has been made and recorded.
Business
1 answer:
77julia77 [94]2 years ago
6 0

Answer:

1. April 30

Dr Bonds payable $158,000

Dr Loss on redemption of bonds payable $18,486

Cr Discount on bonds payable $15,326

Cr Cash $161,160

2. June 30

Dr Bonds payable $179,000

Dr Premium on bonds payable $14,320

Cr Gain on redemption of bonds payable $23,270

Cr Cash $170,050

Explanation:

1. Preparation of the appropriate journal entry for the redemption of the bonds.

April 30

Dr Bonds payable $158,000

Dr Loss on redemption of bonds payable $18,486

($161,160+$15,326-$158,000)

Cr Discount on bonds payable $15,326

($158,000-$142,674)

Cr Cash $161,160

($158,000*1.02)

(To record redemption of bonds)

2. Preparation of the appropriate journal entry for the redemption of the bonds.

June 30

Dr Bonds payable $179,000

Dr Premium on bonds payable $14,320

($193,320-$179,000)

Cr Gain on redemption of bonds payable $23,270

($179,000+$14,320-$170,050) .

Cr Cash $170,050

($179,000*.95)

(To record redemption of bonds)

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Answer:

The requirement of the question is as below:

How much must Alan deposit on January 1? (Round your final answer to the nearest whole dollar amount.)  

What is the interest for the four years? (Round your final answer to the nearest whole dollar amount.)

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Interest for four years is $21,197.61

Explanation:

The first is asking for today's worth of the investment,which is the amount to be invested,this can be computed using the present value as shown below:

PV=FV*(1+r)^-n

PV is the present value

FV is the worth of the investment in 4 years from now which is $80,000

r is the rate of return of 8%

n is the number of years of investment which is 4 years

PV=$80,000*(1+8%)^-4

PV=$80,0008(1+0.08)^-4

PV=$80,000*(1.08)^-4

PV =$ 58,802.39  

interest for four years=FV-PV

interest for four years=$80,000-$ 58,802.39  

                                    =$21,197.61

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