Today, we are going to start our comparison of the four texts we have explored this semester. This comparison will be a main part of your final essay. For this warm-up, you will start brainstorming some of the similarities and differences of the texts. Answer the following: What are some of the similarities between Texts 1-4? What are some of the differences between Texts 1-4? (You can consider any way they are similar or different, such as the genre, topics, content, length, etc. For example, one difference is that you were supposed to read Texts 1, 2, and 3 fully, but I told you that you did not need to read Text 4 fully.) (For full credit, write at least 100 words.)

Pastoral societies based upon pasturing animals.

Exercício Bônus! Usando o presente do subjuntivo Escreva um texto curto (entre 6 e 8 frases) sobre um dos temas abaixo. Use pelo menos 5 verbos no presente do subjuntivo.   Escolha apenas 1 dos temas abaixo: Dicas para que um estudante novo aproveite bem o primeiro semestre na Ohio State U. Ideias para que a Ohio State U. se transforme na universidade dos seus sonhos. Desejos e conselhos para um(a) colega que vai estudar no exterior. O que você espera do próximo semestre na universidade? Como se organizar antes que cheguem os exames finais? Como continuar praticando português durante o verão?

Which of the following is the main function associated with structure Y?

Introduction to Statistics – Test 4 Show working     What are the possible forms of the alternative hypothesis in a hypothesis test?             In hypothesis testing, what is:  a) A type 1 error ?                                                                  b) A type 2 error ?         a) What does a p-value represent in a hypothesis test ?               b) Is the null hypothesis ever proven to be true in a hypothesis test? Explain.             It is thought that the mean length of trout in lakes in a certain region is 20 inches. A sample of 46 trout from one particular lake had a sample mean of 17.5 inches and a sample standard deviation of 4 inches. Conduct a hypothesis test at the 0.05 significance level to see if the average trout length in this lake is less than mu=20 inches. Use a p-value approach.                     Athletes at UC Boulder have a long term graduation rate of 69%. Recently, a sample of 34 athletes showed 20 graduates. Does this indicate that the population proportion of athletes who graduate is now less than 69%. Use a significance level of alpha=0.05. Use a critical region approach.                     Explain how your answer to question 4 would change if the population standard       deviation of trout length was 4 inches instead of the sample standard deviation       being 4 inches.                   If a confidence interval for the difference in two proportions contains some negative values and some positive values, what conclusion can you draw about the two proportions? Explain.               In a clinical trail, 227 people were given OxyContin and 52 developed nausea. In that trial 45 people were given a placebo and 5 developed nausea. Use a 0.05 level significance for testing a difference in proportions of those who developed nausea when taking OxyContin versus a placebo. Hint….use a two-sided hypothesis test.             Repeat question 8, only this time answer the question by constructing an appropriate confidence interval for the difference in proportions.                     36 cans of regular coke had an average volume (xbar ) of 12.19oz and a sample standard deviation ( s ) of 0.11oz . 36 cans of pepsi had an average volume of 12.29oz and a sample standard deviation of 0.09oz . Use a 0.05 significance level to test the claim that cans of regular coke and regular pepsi have the same mean volume.                     Repeat question 10 by constructing an appropriate confidence interval for the difference in means.                 Considering the following data:   Subject      A        B       C       D       E                                                               Before       6.6     6.5     9.0   10.3   11.3                                                               After          6.8     2.4     7.4   8.5     8.1     Use a dependent samples hypothesis test to test whether there is a significant     difference between the Before and After levels. Helpful hint….the standard   deviation of the differences in the 5 pairs of measurements is 1.646 ( I saved you   needing to make that calculation ). Use a 0.01 level of significance ( alpha ).                            Construct a 95% confidence interval for the mean of the “Before/After” differences.                

Which legislation was the first nationally standardized rules in the U.S. to identify, monitor, and reduce air contaminants?

What legislation was passed in the U.S. to enhance national security after 9/11?

Which region did Russia annex in 2014, leading to international condemnation?

All are reasons why Vladimir Putin invade the Ukraine in February 2022 except?

Suppose you built a machine learning model to classify Dog (the negative class) vs Cat (the positive class). You evaluate your model with 500 images of cats and 328 images of dogs. You obtained the confusion matrix below. a. Clearly write down the values of TP, FP, TN, and FN (1 point each) b. Calculate the Accuracy, Precision, Recall, Specificity, and F1-score of your model. Show your calculations for the evaluation metrics (1 point each).