Course Solutions Uncategorized (Answered) : Problem 3: Late Deliveries Lead time (days) = 14 Price per unit = $125 Net cost per unit = $75 Inventory carrying cost = 30% Cost

(Answered) : Problem 3: Late Deliveries Lead time (days) = 14 Price per unit = $125 Net cost per unit = $75 Inventory carrying cost = 30% Cost

Problem 3: Late Deliveries Lead time (days) = 14 Price per unit = $125 Net cost per unit = $75 Inventory carrying cost = 30% Cost of capital = 15% Demand per day (units) = 2000 in-transit inventory carrying cost-18% Current Service Level * 50% are on time * 20% are 1 day late * 15% are 3 days late * 10% are 6 days late * 5% are 9 days late

https://media.cheggcdn.com/media%2Fa3c%2Fa3ca0197-14e3-4640-a888-da3adbc9562f%2Fimage

Expert Answer


Q9. 15.02 days

Current average delay = .5*0+.2*1+.15*3+1*6+.05*9 = 1.7 days

40% improvement = 1.7*.4 = 0.68

Average delay now = 1.7-.68 = 1.02

Average lead time = 14+1.02

OR

PayPal Gateway not configured

OR

PayPal Gateway not configured

Leave a Reply

Your email address will not be published. Required fields are marked *

Related Post

(Answered) : Run Company Pocket Perhaps Entirely Many Business Functions Today Performed Using Iphone I Q33668687(Answered) : Run Company Pocket Perhaps Entirely Many Business Functions Today Performed Using Iphone I Q33668687

<br/><img src="https://media.cheggcdn.com/media%2Fd6c%2Fd6ca72ec-78bf-4a8b-ab18-43bd999fb6ff%2Fimage.png" alt="Can you run your company out of your pocket? Perhaps not entirely, but many business functions today can be performed using an iPhone, iPad, or Android mobile handheld

(Solved) : Handwork Problem Also Includes Matlab Applications Hw111 First Compute Integral Analytical Q33299700 . . . .(Solved) : Handwork Problem Also Includes Matlab Applications Hw111 First Compute Integral Analytical Q33299700 . . . .

<br/><img src="https://media.cheggcdn.com/media%2F671%2F67125c81-2407-472d-8fec-2fc1e1168c2f%2Fimage.png" alt="Handwork problem (also includes MATLAB applications): HW11_1 First, compute the integral analytically. Then estimate the integral to 6 decimal places, as instructed a) handwork Use multiple applications of