7. Assume that Sweeten Company used cost-plus pricing (and a markup percentage of 80% of total manufacturing cost) to establish selling prices for all of its jobs. What selling price would the company have established for Jobs P and Q? What are the selling prices for both jobs when stated on a per unit basis assuming 20 units were produced for Job P and 30 units were produced for Job Q? (Do not round intermediate calculations. Round your final answers to nearest whole dollar.)

Respuesta :

Answer:

What selling price would the company have established for Jobs P and Q?

  • Job P = $84,996
  • Job Q = $61,632

What are the selling prices for both jobs when stated on a per unit basis assuming 20 units were produced for Job P and 30 units were produced for Job Q?

  • Job P = $4,250 per unit
  • Job Q = $2,054 per unit

Explanation:

a lot of information is missing, so I looked for a similar question in order to determine the costs of Jobs P and Q:

                                                       Molding      Fabrication     Total

machine-hours used                        2,500            1,500         4,000

fixed manufacturing  overhead    $10,000       $15,000     $25,000  

variable man. overhead                   $1.40            $2.20    

per machine-hour

                                          Job P            Job Q

Direct materials               $13,000        $8,000  

Direct labor cost              $21,000        $7,500  

Machine-hours used:      

  • Molding                      1,700               800  
  • Fabrication                  600                900  
  • Total                          2,300              1,700  

variable overhead           $3,220           $3,740

fixed overhead               $10,000         $15,000

total costs                       $47,220        $34,240

cost per unit                    $2,2361        $1,141.33

total markup                    $37,776        $27,392

total selling price            $84,996        $61,632

selling price per unit   $4,249.80    $2,054.40

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