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A quality control unit in ball-bearing manufacturing company keeps record of error in terms of the number of faulty balls (W) per a lot. The size of standard lot is 8, and the probability distribution of single lot containing faulty balls is known as follows: W 1 2 3 4 5 6 7 8 Probability(W=w) 0.6 0.2 0.07 0.06 0.03 0.02 0.01 0.01 a. Construct a table for the cumulative probability distribution of W. b. Determine the expected number of faulty balls per lot, i.e. E[W], and the variance, V[W]. c. Construct a table for the probability distribution of W2 . d. Based off of b) and c), show that V [W]=E[W2 ]-E[W] 2 e. Find P (W?5).
Answer the following questions: 1) Why is it best not to enter a percentage (%) completion? 2) According to your Project Summary, is this project on schedule? Will you be ove
A few years ago, several U.S. retailers were sued in Los Angeles courts for human rights abuses associates with contract manufactures located in the Marianas Islands, a territory o
Theory of constraints -TOC The theory of constraints was first proposed in 1986 by Dr Eliyahu M. Goldratt in his widely read book The Goal. The theory of constraints is the pr
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What is Lean Six Sigma, please explain and give examples, thanks
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I'm having trouble finding a good order form to integrate into a Dreamweaver site. Any recommendations on a form that essentially collects information like a shopping cart would an
MBA, Operation Management Q3. What do you understand by “line balancing”? What happens if balance doesn’t exist?
Part 1: A company is using the Economic Order Quantity (EOQ) model to manage its inventories. Suppose its inventory holding cost per unit per year doubles while the annual demand a
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