1. Compare and contrast Orthodox and Reform Judaism. 2. What are some of the social challenges that Jews have had to face in modern history? 3. What factors have led some Jews toward political conservatism? Corbett-Hemeyer, Religion in America, pp. 203-220 Terms 1. The giving of alms 2. Ramadan3. The Nation of Islam 4. Sufi Muslims 1. Define and analyze the five pillars of Islam. 2. How are gender, sexuality, and social acceptance changing the face of Islam in American society today? 3. What are some of the factors that have attracted African Americans to Islam? Corbett-Hemeyer, Religion in America, pp.239-266 Key Terms 1. Sanatana Dharma 2. Theravada 3. Ahimsa 4. Siddhartha Gautama Questions 1. Discuss and analyze the Four Noble Truths in Buddhism. 2. Define the ways in which both Hinduism and Buddhism perceive ignorance and violence. What are the ethical precepts to which one must adhere to avoid being ignorant and violent? 3. Compare and contrast Theravada Buddhism and Mahayana Buddhism. Week 12: Corbett-Hemeyer, Religion in America, pp. 203-220 Terms 5. The giving of alms 6. Ramadan7. The Nation of Islam 8. Sufi Muslims Questions 4. Define and analyze the five pillars of Islam. 5. How are gender, sexuality, and social acceptance changing the face of Islam in American society today? 6. What are some of the factors that have attracted African Americans to Islam?

An important part of the customer services responsibilities of a telephone company relates to the speed with which reported troubles

An important part of the customer services responsibilities of a telephone company relates to the speed with which reported troubles in residential services can be repaired. Suppose that past data indicate that 70% of the reported troubles in residential services can be repaired on the same day. If 100 troubles are reported on a given day, calculate the probability that at most 80 will be repaired on the same day

Suppose that in an assortment of 16 calculators there are 4 with defective switches. Draw with and without replacement. (Enter

Suppose that in an assortment of 16 calculators there are 4 with defective switches. Draw with and without replacement. (Enter the probabilities as fractions.)(a) If one machine is selected at random, what is the probability it has a defective switch?with replacement without replacement (b) If two machines are selected at random, what is the probability that both have defective switches?with replacement without replacement (c) If three machines are selected at random, what is the probability that all three have defective switches?with replacement without replacement

Uset DataSetB for this problem. There should be n Y X1 X 2 64 4 2 = 16 cases. 73

Uset DataSetB for this problem. There should be n Y X1 X 2 64 4 2 = 16 cases. 73 4 4 61 4 2 76 4 4 72 6 2 80 6 4 71 6 2 83 6 4 83 8 2 89 8 4 86 8 2 93 8 4 88 10 2 95 10 4 94 10 2 100 10 4 (a) Obtain the studentized deleted residuals. Which case has the largest absolute value studentized deleted residual?(b) Obtain the DFFITS, DFBETAS, and Cook’s distance value for the case you found to have the largest absolute value studentized deleted residual. What do you conclude?(c) Calculate Cook’s distance, Di, for each case. Create an index plot. Are any cases influential according to this measure? (it is the Cook’s distances plotted on the case numbers)

Set 1: Completing an ANOVA Source Table Complete the ANOVA source table below by filling in the green cells.

Religion and Theology Assignment Writing ServiceQuestion Set 1: Completing an ANOVA Source Table Complete the ANOVA source table below by filling in the green cells. Show all of your work below the table using the equation editor as needed. Copy paste the F distribution from Minitab Express that you used to find the p value. [20 points]1a) dfbetween = 1b) MSbetween = 1c) MSwithin = 1d) F = 1e) p value (copy past your Minitab Express distribution here)Question Set 2: One-Way ANOVA Tukey Post-Hoc ComparisonsAn instructor is comparing the test scores of students who completed the same course using three different curricula. These data are saved in the Lesson10CurriculumData.xlsx file at https://psu.instructure.com/courses/2086577/files/112369151/download?wrap=1 A. Use Minitab Express to compute the mean and standard deviation for the TestScore variable for each of the three curricula separately (Descriptive Statistics > Variable = TestScore and Group variable = Curriculum). Remember to include your Minitab Express output and to clearly identify your final answers. [10 points] B. Use Minitab Express to construct side-by-side boxplots to compare the test scores of the three curriculum groups. For a review, see 3.3 in the online notes. [10 points] C. Use Minitab Express to conduct a one-way ANOVA to compare the test scores of the three curriculum groups. Use the five-step hypothesis testing procedure given below. Remember to copy paste all relevant Minitab Express output and to clearly identify your answers. [30 points]Step 1: State hypotheses and check assumptionsStep 2: Compute the test statisticStep 3: Determine the p-valueStep 4: Decide to reject or fail to reject the null hypothesisStep 5: State a real-world conclusion D. Use Minitab Express to conduct Tukey simultaneous tests for differences in means. Remember to include all relevant output. Clearly state which pairs are significantly different and which pairs are not significantly different. [15 points] E. Summarizing the results of your one-way ANOVA and Tukey tests for a general audience. Imagine that you are explaining your results to someone with little or no knowledge of statistics. [15 points]

-Devon is a college student who wants to investigate whether family socioeconomic background influences American college students’ choice of

-Devon is a college student who wants to investigate whether family socioeconomic background influences American college students’ choice of major. He hypothesizes that students from lower-income families are less likely to major in the humanities that students from higher-income families. To study this question, he creates a Web-based survey. He sends emails to all of his friends and acquaintances who are college students (53 people at his college and 17 people at 12 other colleges), asking them to answer the survey and forward the request to other students they know. When he closes the survey after three weeks, he has 206 responses, 146 from his college and the rest from a variety of other colleges. -What is Devon’s unit of observation? -What is the population? -What is the sample? -Is this a random sample? Explain why or why not. -If not, is that a problem? Why?

Why is it common among contemporary Japanese to visit a Buddhist temple and on the same trip stop at a

Why is it common among contemporary Japanese to visit a Buddhist temple and on the same trip stop at a Shinto shrine to purchase an amulet, yet say one is “not religious?”2- what are several of the principal spiritual agents in Japan that interact with human beings and the natural world?3- Discuss two of Japan’s most popular bodhisattvas and some of their powers to help human beings in moments of crisis?

a. What is the estimated point proportion of individuals using the internet in that location? An internet network provider company

a. What is the estimated point proportion of individuals using the internet in that location? An internet network provider company MyCom, planning to build the internet network in the location around the capital of a new country, if more than 50% of the individuals in the country are the internet users. Survey results on a random sample of 1,350 individuals in that location shows that 735 individuals in that location use the internet.Question: b. Make up a 97% confidence interval of the proportion of individuals using the internet onthat location!c. Should MyCom build an internet network at that location? Explain.d. What sample size should MyCom take to keep it to a maximum margin of error is 1% with a confidence level of 99%

HELP me to answer each of the following:1. Let S = {x, y, z}; find all the events of this

HELP me to answer each of the following:1. Let S = {x, y, z}; find all the events of this experiment. 2. Let S = {v, x, y, z}; find all the events of this experiment.3. Let S be a sample space of an experiment with n outcomes. Determine the numberof the events of this experiment.4. Let S = {5, 10, 15, 20, 25, 30} be the sample space of an experiment and let T = {5, 10}, V = { 5, 20, 30}, and W = {10, 15, 25} be the events of the experiment.a. Find T ∪ V and T ∩ V.b. Find V ∪ W and V ∩ W.c. Find Wcd. Are T and V mutually exclusive? T and W? V and W?e. Are T ∪ V and Tc ∩ Vc mutually exclusive?5. Let S = {a, b, c, d, e} , X = {a, c, e}, Y = {b, d}, Z = {d, e},a. Find the event X ∪ Y ∪ Z.a. Find the event X ∩ Y ∩ Z.6. In a show, the winner is asked to select two prizes from five different prizes A, B, C, D,and E.a. Describe the sample space of the possible outcomes.b. How many events are there corresponding to a selection that includes A? List all the events.c. How many events are there corresponding to a selection that is include A and B? List all the events.d. How many events are there corresponding to a selection that includes eitherA or B? List all the events.7. A committee of three is randomly chosen from five students denoted by S1, S2, S3, S4,and S5.a. List the sample space are both in the committees of three.b. List all the events of this sample space for whichi. S1 and S2 are both in the committee.ii. S1 or S2 in the committee.iii. S1 and S3 are both in the committee.iv. S5 is in the committee.

A pharmaceutical company obtained data that on average 5% of certain drug A pharmaceutical company obtained data that on average

A pharmaceutical company obtained data that on average 5% of certain drug A pharmaceutical company obtained data that on average 5% of certain drug brands have a mixture that is below the minimum dose, so it must be sorted. If there are 200 brands of drugs that will be sorted. Specify: d) The probability that less than 12 brands of drug should be sorted! e) The probability that more than 7 brands of drugs must be sorted!

Q1: An island has one air ambulance and one helicopter available for emergencies. The probability that the air ambulance is

Q1: An island has one air ambulance and one helicopter available for emergencies. The probability that the air ambulance is available when needed is α divided 100, and the probability that the helicopter is available when needed is λ divided 100. In the event of an emergency, find the probability that both the air ambulance and the helicopter will be available, assuming they operate independently. Note: the value of alpha α= 2 and labda λ=0

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