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For a certain product, the net contribution can be seen as Net Contribution = $500,000Q - $200,000, where Q is the market share. The expected market share (E(Q)) is then substituted into the net contribution equation--> E(Net Contribution) = $500,000E(Q) - $200,000.
Why can this be done? In other words, the expected net contribution is the sum of all possible contribution values (ContValue) times their associated probability value--> E(Net Contribution) = SUM(ContValue x P(ContValue)). Thus, the question is why does SUM(ContValue x P(ContValue)) = $500,000E(Q) - $200,000?
What if the instruments are broken, not connected to anything, or just completely wrong? This is one of the primary reasons that the sequence is so important
Can you please show me step by step how to solve Statistics for Business and Economics, 12 edition, Case Studies: Air Force Training Program (pg. 503-504) and Wentworth Medical Center (pg. 591-592)?
Use the approximate method
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Thoughts on the value of statistics in general
Internet and the articles database in the library for a real-life illustration of simulation. For hint, type the word "Simulation" followed by a topic of interest to you. Carefully review the search item.
Descriptive Statistics and Z-scores
The National Association of Colleges and Employer
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