in the context of kanban systems, a withdrawal kanban authorizes the gateway workstation to produce parts…

in the context of kanban systems, a withdrawal kanban authorizes the gateway workstation to produce parts. true false question 7 (1 point) listen a hinge manufacturing company employs a kanban system for a component part. the daily demand is 900 hinges. each container has a waiting time of 0.05 days and a processing time of 0.37 days. the container size is 60 hinges, and the safety factor (α) is 10 percent. given this data, the number of kanbans necessary for the system is: less than 4 kanbans. more than 4 but less than or equal to 8 kanbans. more than 8 but less than or equal to 12 kanbans. more than 12 but less than or equal to 16 kanbans. question 8 (1 point) listen in the context of the 5s principles, ____ refers to ensuring that each item in a workplace is in its proper place or identified as unnecessary and removed. sort sustain standardize set in order
Answer
Question 1
Brief Explanations:
In Kanban systems, a withdrawal Kanban authorizes the movement of parts from one workstation to another, not the production of parts. A production - Kanban authorizes production.
Answer:
False
Question 7
Explanation:
Step1: Identify the formula
The formula for the number of Kanbans ($N$) is $N=\frac{D(p + w)(1+\alpha)}{C}$, where $D$ is the daily demand, $p$ is the processing time, $w$ is the waiting time, $\alpha$ is the safety factor, and $C$ is the container size.
Step2: Substitute the values
$D = 900$, $p=0.37$, $w = 0.05$, $\alpha=0.1$, $C = 60$. $N=\frac{900\times(0.37 + 0.05)\times(1 + 0.1)}{60}$
Step3: Calculate the sum inside parentheses
First, $0.37+0.05=0.42$. Then $1 + 0.1=1.1$. So, $N=\frac{900\times0.42\times1.1}{60}$
Step4: Calculate the numerator
$900\times0.42\times1.1 = 900\times0.462=415.8$
Step5: Calculate the number of Kanbans
$N=\frac{415.8}{60}=6.93$
Answer:
more than 4 but less than or equal to 8 Kanbans
Question 8
Brief Explanations:
In the 5S principles, "sort" involves separating necessary items from unnecessary ones and removing the latter. "Set in order" refers to ensuring that each item in a workplace is in its proper place.
Answer:
set in order