Respuesta :
Answer:
11.2 containers
Explanation:
The computation of the number of kanban connectors needed is given below:
= (Lead time demand + Safety stock) ÷ Container size
where,
Demand during Lead time demand is
= 1,400 units × 3 days
= 4,200 units
Container size = 500 connectors
Safety Stock is
= 1 day × 1,400 units
= 1,400 units
So, the number of kanban connectors needed is
= (4,200 units + 1,400 units) ÷ (500 units)
= 11.2 containers
We simply used the above formula
Number of kanban connectors needed is 11.2 containers
Given that,
- Daily demand is 1,400 connectors.
- Lead time is 3 days.
- safety stock is 1 day.
According to the scenario, computation of the given data are as follows,
Number of kanban connectors needed = (Lead time demand + Safety stock) [tex]\div[/tex] Container size
By putting the value, we get
= [(1,400 [tex]\times[/tex] 3) + (1 [tex]\times[/tex] 1,400)] [tex]\div[/tex] (500)
= (4,200 + 1,400 ) [tex]\div[/tex] (500 )
= 11.2 containers
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