Answer:
0.1472 hours or 8.832 minutes
Explanation:
Annual demand- 23,000 units
Daily demand – 92 units
Daily production – 960 units per 8 hour day
Desired lot size - 120 units
Holding cost per unit per year - $13 per unit
Set up labor cost per hour - $25 per hour
Set up cost:
= {(120 × 120) × $13 × [1 - (92 ÷ 960)]} ÷ [2 × (23,000) ]
= $169,260 ÷ 46,000
= $3.68
Set up time:
= Set up cost ÷ Set up labor cost per hour
= $3.68 ÷ $25 per hour
= 0.1472 hours or 8.832 minutes