Inter Manufacturing Company manufactures expensive chairs. The following data relates to the month of January 20x1. |
|||
Units | |||
Beginning Work in Process (1-1-x1) | 3,000 | ||
Added during the month | 12,000 | ||
Completed and transferred out (CTO) | 13,000 | ||
Ending Work in Process (31-1-x1) | 1,500 | ||
Percentage of Completion | |||
Beginning Work in Process (1-1-x1) | 60% | ||
Ending Work in Process (31-1-x1) | 40% | ||
Costs added during January | |||
Total costs | |||
Beginning Work in Process (1-1-x1) | $60,300 | ||
Costs added during January | $160,000 | ||
Conversion costs | |||
Beginning Work in Process (1-1-x1) | $5,200 | ||
Costs added during January | $52,400 | ||
The company uses Weighted Average Process Costing Method and materials are added at the beginning of process. | |||
The inspection point for spoilage units occurs at the end of production process | |||
Spoilage is considered abnormal if it is greater than | 4% | of CTO |
Normal spoilage in units =
The maximum units allowed for normal spoilage
Total costs charger to finished goods
The cost of normal spoilage =
Total abnormal spoilage costs =
A. 400 B. $220,300 C. 500 D. 520 E. $194,133.05 F. $7465.89 G. $8565.89 H. - 110 I. $201,578.94 J. $20,000 K. 490 L. nothing
1) Normal spoilage in units = TOTAL INPUT - OUTPUT-C WIP=3000+12000-13000-1500=500 UNITS | |||||
2) Maximum normal spilage = CTO * % of normal spoilage= 13000*4% = 520 units | |||||
Phy unit | mate | conve | total | ||
o wip | 3000 | 3000 | 3000 | ||
started and completed | 10000 | 10000 | 10000 | ||
Trasfr out | 13000 | ||||
normal spoilage | 500 | ||||
c wip | 1500 | 1500 | 600 | ||
Eq units | 14500 | 13600 | |||
Total costs: | |||||
o wip | 55100 | 5200 | |||
added during Jan | 107600 | 52400 | |||
Total costs: | 162700 | 57600 | |||
cost per Eq unit | 11.22 | 4.24 | |||
3)cost of finished goods | =13000*(11.22+4.24) | =$200980 | |||
4)cost of normal spoilage= 500*(11.22+4.24) | =$7730 | ||||
5) Total cost of abnormal spoilage = nil (nothing) (no abnormal spoilage) |
Get Answers For Free
Most questions answered within 1 hours.