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Suppose that the probability of suffering a side effect from a certain flu vaccine is 0.004 . If 1000 persons are inoculated, approximate the probability that: a) At most two person suffers. b) Three, Four, or five, persons suffer. .

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Suppose that you were provided a scholarship to attend the National Holistic Nursing Conference. During this conference, you participated in a workshop that introduced the therapeutic communication techniques listed below and discussed how to apply them in nursing practice: - Setting an intention - Centering - Grounding - Caring - Healing - Transcendent presence - Intuition When concluding the day's activities, the presenters asked you to reflect on the professional experiences you have had with patients and to document that reflection in a one-to-two page journal entry. Instructions Write a one to two page journal entry that addresses the following: 1. Using your own words, define therapeutic communication in relationship-centered, holistic nursing care. 2. Describe at least one nurse-patient encounter where you could apply effective therapeutic communication skills in your role as a student nurse. Identify which of the therapeutic communication techniques you would use and explain how you would employ them. 3. Describe at least one nurse-patient encounter where you could have communicated more effectively in your role as a student nurse through the application of therapeutic communication techniques. Identify which of the therapeutic communication techniques you would use and explain how you would employ them. .

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Suppose that there are three ways to get hypertension. These ways are shown below: a. Sufficient Cause I b. Sufficient Cause II c. Sufficient Cause III 2. What is the latent period for Ms. Pink's hypertension? _ _ years 3. What is the induction period for stress as an exposure for Ms. Pink's hypertension? _ _ years 4. What is Ms. Pink's causal type with respect to exposures to a sedentary lifestyle? a. Doomed b. Causal C. Preventative D. Immune SUFFICIENT CAUSE I Genes for SUFFICIENT CAUSE SUFFICIENT CAUSE II III .

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Suppose that the proportions of blood phenotypes in a particular population are as follows: Assumina that the phenotypes of two randomly selected individuals are independent of one another, what is the probability that both phenotypes are O? (Enter your answer to four decimal places.) What is the probability that the phenotypes of two randomly selected individuals match? (Enter your answer to four decimal places.) .

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Suppose that in a group of 30 people, there are 7 who test positive for a virus. You take a random sample of two people from this group. a. The events "First person chosen has the virus" and "Second person chosen has the virus" are: dependent independent Find the probability (round to three decimals) that: b. Both people have the virus. c. Neither person has the virus. d. At least one of the two people has the virus. e. The first person chosen has the virus and the second does not. .

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Suppose that Carlos prefers current consumption to future consumption. Thus, Carlos is said to have a low time preference. Consider a country where life expectancy is 95 years. Two citizens, Carlos, 89 years old, and Deborah, 44 years old, are relatively healthy for their ages. 1: Assuming that Carlos and Deborah maximize their life-time consumption, which of the following statements is most plausible, all else equal? a. Carlos has a much lower time preference than Deborah has. b. Carlos and Deborah are indifferent between saving for the future and current consumption. c. Carlos and Deborah have very similar time preferences. d. Carlos prefers current consumption to future consumption to a greater degree than Deborah does. .

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Students at a major unlversity in Southern California are complaining about a serious housing crunch. They say that many of the unlversity's students have to commute too far to school because there is not enough housing near campus. University officials perform a study, which is reported in the school newspaper, The report contains the following histogram summarizing the commute distances for a sample of 48 students at the university. Based on this histogram, estimate the standard deviation of the sample of 48 distances. Carry your intermediate computations to at least four decimal places, and round your answer to at least one decimal place. (If necessary, consult a list of fomulas.) .

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