# Exercise 10: Cost of production report of 2nd department

## Exercise 10 (a):

Meezan Company has three processing departments. The costs incurred in the second department during May were as follows:

Cost from first department: \$32,640
Materials: \$86,830
Labor: \$112,200

24,000 units were received from first department during May. 14,000 units were completed and transferred to finished goods store room and 10,000 units were still in process at the end of May. The units in work in process ending inventory were 50% complete with respect to materials and 25% complete with respect to labor and manufacturing overhead cost.

Required: Using above data, prepare a cost of production report for May for the second department of Meezan Company.

### Solution

#### Equivalent units and unit cost:

Equivalent units:
Materials: 14,000 units + (10,000 units × 50%) = 19,000 units
Labor and overhead: 14,000 units + (10,000 units × 25%) = 16,500 units

Unit cost:
Material: \$86,830/19,000 units = \$4.57
Labor: \$112,200/16,500 units = \$6.80
Manufacturing overhead: \$117,150/16,500 units = \$7.10

## Exercise 10 (b):

Xcell Health Care Company uses process costing system. The costs incurred in department 2 during the month of March are given below:

The quantity schedule of department 2 has provided the following information:

• Units received from department 1: 2,500 units
• Units transferred to department 3: 2,000 units
• Units still in process on March 31: 500 units

The stages of completion of units in process with respect to cost incurred is given below:

• 50% of the units were 40% complete
• 20% of the units were 30% complete
• 30% of the units were 20% complete

There were no work in process inventories on March 1. There was no normal or abnormal spoilage in Department 2 during march

Required: Prepare a cost of production report for Department 2 of Xcell Health Care Company.

### Solution

#### Equivalent units and unit cost:

Equivalent units:
= 2,000 + 500 × 32%*
= 2,000 + 160
= 2,160 units

*Total units in process are 500. Out of these 500 units, 50% units are 40% complete, 20% units are 30% complete and remaining 30% units are 20% complete.
[(50% of 500) × 40%] + [(20% of 500) × 30%] + [(30% of 500) × 20%]
= [250 × 40%] + [100 × 30%] + [150 × 20%]
= 100 + 30 + 30
= 160 units
160 units are 32% of total 500 units in work in process ending inventory as computed below:
[(160/500) × 100] = 32%

Unit cost:
Material: \$10,908/2,160 units = \$5.05
Labor: \$3,888/2,160 units = \$1.80
Manufacturing overhead: \$2,052/2,160 units = \$0.95