At the end of April, Cavy Company had completed Jobs 766 and 765. According to the individual job cost sheets the information is as follows:Job

a)

Job          Direct Materials     Direct Labor     overhead         Total Job cost

Job 765               $6,160           $1,848              $3,366                 $11,374

Job 766               $10,944         $3,456             $9,792                $24,192

b)

For Job 765 = $86.167

For Job 765 = $126

Explanation:

Data provided in the question:

Job                 Direct Materials            Direct Labor          Machine Hours

Job 765               $6,160                         $1,848                      22

Job 766               $10,944                       $3,456                     64

Overhead rate = $153 per hour

Job 765 consisted = 132 units

766 consisted = 192 units

now,

Overhead = Machine Hours × Overhead rate

For Job 765 = 22 × 153

= $3366

For Job 766 = 64 × 153

= $9792

Total job cost i.e  balance on the job cost sheets

= Direct Materials  + Direct Labor + overhead

a)

Job          Direct Materials     Direct Labor     overhead         Total Job cost

Job 765               $6,160           $1,848              $3,366                 $11,374

Job 766               $10,944         $3,456             $9,792                $24,192

b)

Cost per unit = [ Total job cost ] ÷ Total units

For Job 765 = $11,374 ÷ 132

= $86.167

For Job 765 = $24,192 ÷ 192

= $126

Instructions are below.

Explanation:

Giving the following information:

Job 765:

Direct material= $5,670

Direct labor= $3,500

Machine Hours= 27

Job 766:

Direct material= $8,900

Direct labor= $4,775

Machine Hours= 44

Job 765 produced 152 units, and Job 766 consisted of 250 units.

Assuming that the predetermined overhead rate is applied by using machine hours at a rate of $200 per hour.

Costs sheet:

Job 765:

Direct material= 5,670

Direct labor= 3,500

Allocated overhead= 200*27= 5,400

Total cost= 14,570

Unitary cost= 14,570/152= $95.85

Job 766:

Direct material= 8,900

Direct labor= 4,775

Allocated overhead= 200*44= 8,800

Total cost= 22,475

Unitary cost= 22,475/250= $89.9

Ibelieve that the answer is d. because that is the only option that is efficient.

odd consecutive integers are odd integers that follow each other. they have a difference of 2 between every two numbers. if n is an odd integer, then n, n+2, n+4 and n+6 will be odd consecutive integers. the first number in the pattern is always the variable on its own or in this case, "n". examples.