Question

Job 412 was one of the many jobs started and completed during the year. The job required $9,500 in direct materials and 35 hours of direct labor time at a total direct labor cost of $10,400. If the job contained four units and the company billed at 70% above the unit product cost on the job cost sheet, what price per unit would have been charged to the customer

Answer 1

Answer:

The appropriate answer is "$8,457,50".

Explanation:

The given values are:

Direct material cost,

= $9,500

Direct labor cost,

= $10,400

Units completed in job 412,

= 4

Now,

The total cost for completion of job 412 will be:

=  $Direct \ materials \ cost + Direct \ labor \ costs$

On substituting the values, we get

=  $9,500 + 10,400$

=  $19,900$ ($)

Unit produced cost will be:

=  $\frac{19,900}{4}$

=  $4,975$ ($)

70% of unit produced cost will be the profit margin, then

=  $70 \ percent\times 4,975$

=  $3,482.50$ ($)

hence,

The price charged to the customer will be:

=  $Unit \ product \ cost + Profit \ margin$

On substituting the values, we get

=  $4,975 + 3,482.50$

=  $8,457,50$ ($)