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A foundry receives an order for specialty castings. Cost of producing each casting is estimated to be $15,000. The customer requires that exactly 4 good castings be supplied. The customer will pay $20,000 for each good casting. If fewer than four good castings are available, none will be purchased. Each casting is produced independently and the probability of an individual casting being acceptable to the customer is .80. 1/ Develop the expected profit function to be maximized? 2/ Determine the production lot size that maximizes expected profit? 3/ Determine the lot size that will yield a probability of .90 of producing at least 4 good castings. What is the expected profit for the lot size obtained?
Explain Theory 'X'. These theory is place forward by Douglas McGregor. It is based upon the management thinking containing certain assumptions about human nature and human beha
Please give a detailed explanation on the following scenario: You are a swap dealer and know that XYZ County finance director is clueless about how to conduct interest rate risk ma
what is product interval time product duration?
Robert and mar Lou have 3 children they income wages total 25,764.39 there federal income tax withheld was 3,580.31 social withheld was 1,082.10 medical tax was 373.58 what form sh
impressive portfolio includes some of the strongest brand names in the world. Additionally, P&G must study its consumers, use long-term perspectives, employ product innovation and
The management and Directors of Google have stated that there is no plan for Google to ever pay dividends. Yet, the stock trades at a very high price in dollar terms (around $490 p
A manufacturing process has a fixed cost of $150,000 per month. Each unit of product being produced contains $25 worth of material and takes $45 of labour. How many units are neede
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What do you think are the criteria a firm should use to evaluate targets for acquistion and how should a company plan and undertake its merger acquistion strategic initiatives?
On the day his son was born, a father decided to establish a fund for his son's college education. The father wants the son to be able to withdraw $4000 from the fund on his 18th b
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