If you have two variables affecting each other, you can try to determine their probabilities as an F-distribution with an F-distribution table. Events may be GO or NO-GO, Result 1 or Result 2 (e.g., heads or tails), and so be part of a binomial distribution. These values may be continuous random variables (such as temperature records) or discrete random variables (as in number of cans of paint sold, because there will be no fractions of cans). Part of nature’s dynamics in numbers and probability, as you may have already found out in practice, is that things tend to happen in a curve of probabilities, where the highest probabilities are clustered around a few values and possible events with values of lower probability taper off to each side of the cluster of most probable values. Past announcements clearly are there to give you insight on writing skills, APA, and CSU’s AIV policy. Continue to have good student processes by reviewing my weekly announcements from current and past. If you need to talk to me please contact me. Keep grinding the course out week by week. I’m 57 yrs old and earned by doctorate degree at age 52. Those were wise words I set goals for myself, worked hard, and when I faced a set back (believe me I’ve had many), I regrouped, refocused and tried again. As my father told me “Nobody in life will give you anything, you need to earn it”. Remember, I’m here to make you better and reach your goals in life. Hi Everyone, We are moving right along in the course. MSL 5080-16F-4B20-S1, Methods of Analysis for Business OperationsĬourse Menu: MSL 5080-16F-4B20-S1, Methods of Analysis for Business Operations.Top Frame Tabs Home Tab 1 of 3 (active tab) Logout Global Menu Karen HughesActivity Updates Use APA style, and cite and reference your sources to avoid plagiarism. Include an example situation where each one is best suited to be matched to answer a question.īe sure to provide research to support your ideas. In an essay of no less than three pages, contrast the major differences between the normal distribution from Unit III and the exponential and Poisson distributions.
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