Pat made muffins to bring to a party she gave 1/6 of the muffins to her younger brothers her dad…
/in Uncategorized /by AdminUnit I Discussion Question “Financial Management”
/in Uncategorized /by AdminSuppose you want to start a business and you have to decide on the best organizational form. Explain to classmates the purpose of the business and the reason you chose this business. Briefly describe what type of business and organizational form you selected. Explain why you selected that form over alternative forms.
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Answers to Questions
/in Uncategorized /by AdminCorrelation between Cost and Calories (correlation coefficient, the significance of the correlation coefficient, i.e., p-value, and sample size are reported)CorrelationsCost per 12 Fluid Ounces for brandCalories per 12 Fluid Ounces for brandCost per 12 Fluid Ounces for brandPearson Correlation1.214Sig. (2-tailed).216N3535Calories per 12 Fluid Ounces for brandPearson Correlation.2141Sig. (2-tailed).216N3535Correlation between Cost and Alcohol Volume (correlation coefficient, the significance of the correlation coefficient, i.e., p-value, and sample size are reported)CorrelationsCost per 12 Fluid Ounces for brandAlcohol by Volume (in %) for brandCost per 12 Fluid Ounces for brandPearson Correlation1.199Sig. (2-tailed).252N3535Alcohol by Volume (in %) for brandPearson Correlation.1991Sig. (2-tailed).252N3535Review the SPSS output file which reports the results of the correlation to see if there is a correlation between the cost of beer and the number of calories it contains or the cost of beer and the volume of alcohol it contains. Answer the following questions based on your observations of the SPSS output file:Based on the correlation coefficients (r-values) that were computed and their statistical significance, what conclusions do you draw regardingThe researcher’s question of correlation between the cost of beer and the number of calories it contains?The researcher’s question of correlation between the cost of beer and the volume of alcohol it contains?
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How to do Algebra
/in Uncategorized /by Admincybeer
/in Uncategorized /by Adminmathematical problem
/in Uncategorized /by AdminSuppose a weather-reporting station has an electronic wind speed monitor whose time to failure is known to follow an exponential model1θe−1/θ, 0 < θ < ∞.Let Y1 be the time until the monitor fails to work. The station also has a backup monitor; let Y2 be the time until this second monitor fails. Thus, the time Y until the monitoring is out of commission is the sum of two independent exponential random variables, Y1 and Y2. Thus Y =Y1 +Y2 hasagammapdf,sofY(y;θ)= 1ye−y/θ, 0≤y<∞, 0<θ<∞. θ2Five data points have been collected: 9.2, 5.6, 18.4, 12.1, and 10.7. Find the maximum likeli- hood estimate for θ.
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