Respuesta :
Answer:
(a) The dollar value of abnormal spoilage.
$499,317.
(b) The cost of the good units finished.
$12,669,193.
(c) The cost of ending work-in-process inventory
$1,421,491.
The complete solution of the problem is attached with an excel spreadsheet.
Amount of abnormal spoilage and Per unit cost and Closing WIP are $495,000 , $18.86, $1,390,000
Material units = Opening WIP + Input
Material units = 100,000 + 800,00
Material units = 900,000
Material value = Opening WIP + Input
Material value = $1,600,000 + $7,400,000
Material value = $9,000,000
Processing cost unit = Opening WIP + Input
Processing cost unit = [100,000 × 70%] + [(100,000 × 30%) + (700,000 × 100%) + (100,000 × 60%)]
Processing cost unit = 860,000
Processing cost value = Opening WIP + Input
Processing cost value = $1,400,000 + 4,190,000
Processing cost value = $5,590,000
Weighted average cost of material = $9,000,000 / 900,000
Weighted average cost of material = $10
Weighted average Processing cost = $5,590,000 / 860,000
Weighted average Processing cost = $6.5
Case: 1
Amount of abnormal spoilage = Abnormal spoilage × Weighted average cost
Amount of abnormal spoilage = 30,000 × ($10 + $6.5)
Amount of abnormal spoilage = $495,000
Case: 2
Cost of Good Units produced = Total consumed + Total Processing cost
Cost of Good Units produced = [(100,000 + 800,000 - 100,000) × $10] + (800,000 × $6.5)
Cost of Good Units produced = $8,000,000 + $5,200,000
Cost of Good Units produced = $13,200,000
Per unit cost = $13,200,000 / 700,000
Per unit cost = $18.86
Case: 3
Closing WIP = Cost closing WIP + Value of Processing WIP
Closing WIP = (100,000 × $10) + (100,000 × 60% × $6.5)
Closing WIP = $1,000,000 + $390,000
Closing WIP = $1,390,000
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