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lianna [129]
2 years ago
14

ABC Corporation owns 75 percent of XYZ Company's voting shares. During 20X8, ABC produced 50,000 chairs at a cost of $79 each an

d sold 35,000 chairs to XYZ for $90 each. XYZ sold 18,000 of the chairs to unaffiliated companies for $117 each prior to December 31, 20X8, and sold the remainder in early 20X9 to unaffiliated companies for $130 each. Both companies use perpetual inventory systems. Based on the information given above, what amount of cost of goods sold did ABC record in 20X8 prior to consolidation
Business
1 answer:
Alika [10]2 years ago
5 0

Answer:

$2,765,000

Explanation:

Calculation to determine what amount of cost of goods sold did ABC record in 20X8 prior to consolidation

Cost of goods sold= $79 each* 35,000

Cost of goods sold=$2,765,000

Therefore the amount of cost of goods sold that ABC record in 20X8 prior to consolidation is $2,765,000

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Doyle Company issued $360,000 of 10-year, 8 percent bonds on January 1, Year 2. The bonds were issued at face value. Interest is
Lina20 [59]

Answer:

The balance of the equation at end of year 2 is$388,800

The balance of the equation at end of year 3 is   $417,600

Explanation:

                           Assets                        =Liabilities          +shareholders' equity

                    Land +cash                           Bonds payable     retained earnings

1/1/year 2                   $360,000                  =$360,000

1/1/year 2 $360,000 ($360,000)                

31/12/year2                $53,500                         =                                     $53,500

31/12/year2              ($28,800)                      =                                      ($28,800)                          

Balance                              $388,800          =                                       $388,800

Opening balance                $388,800=                                              $388,800

31/12/year3                            $53,500=                                               $53,500

31/12/year3                           ($28,800)=                                              ($28,800)                                

Balance                               $ 417,600                                                $417,600

                                             

The interest on bond=$360,000*8%=$28,800

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