Assume that there are only three possible levels of education: "low", "middle" and "high". Among Argentine immigrants in the US, 50% have "low" education, 50% have "middle" education and 0 % have "high" education. Among Argentine stayers, 100% have "high" education. The Net Difference Index comparing the education of Argentine immigrants in the US to the education of Argentine stayers is equal to: a. -1 b. -0.5 c. 0 d. 0.5 e. 1
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- Average Earnings by Innnigrant Cohort 2010 2010 2015 2015 Cohort Label YSM Earnings (S) YSM Earnings ($) Native-born Native N/A 73,915 N/A 80,245 1955-1959 1M5559 52.5 97,361 57.5 97,212 1960-1964 1M6064 47.5 91,822 52.5 93,156 1965-1969 1M6569 42.5 88,610 47.5 106,552 1970-1974 1M7074 37.5 88,392 42.5 93,163 1975-1979 1M7579 32.5 85,919 37.5 97,756 1980-1984 1M8084 27.5 79,911 32.5 81,500 1985-1989 1M8589 22.5 70,143 27.5 78,100 1990-1994 1M9094 17.5 64,342 22.5 69,033 1995-1999 1M9599 12.5 68,821 17.5 73,976 2000-2004 IM0004 7.5 66,971 12.5 74,907 2005-2009 IM0509 2.5 58,623 7.5 67,780 2010-2014 IM1014 2.5 60,596 NOTE: "YSM" refers to the average years since migration. This is a table of average earnings for various immigration cohorts as well as native-born Canadians for 2010 and 2015. These values are expressed in 2015 real dollars. A) Calculate the cross-sectional entry effect for the IM0509 cohort. Interpret what the number…The measurement of the number of people who are willing to work, capable of working, and who have jobs that fit their skills is called:In 2008, real GDP was 14,830.4. In 2009, real GDP was 14,418.7. Accordingly, we can infer that in 2009, Group of answer choices a) there must have been no change in real GDP. b) there must have been a decrease in unemployment. c) we had deflation. d) there was a recession. e) there must have been economic growth.
- A country’s gini co-efficient was 0.46 last year and is now 0.48. What can we infer from the change? What would it mean if a country had a co-efficient of 0 or 1?Part A: Differentiate between measures of annual income. Is it better to describe a region’s ‘typical’ standard of living based on mean annual income measures? If not, what would you suggest as a better descriptive statistic? Part B: Differentiate between income and wealth. Why is income data so prevalent while wealth data so rare? Finally, explain two different methods of measuring wealth.As3
- Exports of goods and services 1,872 Imports of goods and services 2,375 Net unilateral transfers -99 Net Investment Income 170 Capital Account -7 Net US acquisition of financial assets 958 Net US incurrence of liabilities 1,391 Net financial derivatives -14 Based on table above, the statistical discrepancy is Group of answer choices 15 8 0. -8 -15The U.S. Census Bureau conducts annual surveys to obtain information on the percentage of the voting-age population that is registered to vote. Suppose that 679679 employed persons and 690690 unemployed persons are independently and randomly selected, and that 429429 of the employed persons and 369369 of the unemployed persons have registered to vote. Can we conclude that the percentage of employed workers ( p1p1 ), who have registered to vote, exceeds the percentage of unemployed workers ( p2p2 ), who have registered to vote? Use a significance level of α=0.05α=0.05 for the test. Step 5 of 6 : Determine the decision rule for rejecting the null hypothesis H0H0. Round the numerical portion of your answer to three decimal places.Supposed a study using a random sample of postgraduate students in Sydney found that the average amount of time spent using a mobile phone per day is 5.5 hours. Indicate whether the quantity described above is a population parameter or a sample statistic, and write down the notation. Hints: You may type in how you read the notation, instead of using the symbol itself. E,g. you can write "mu" or "xbar" or "phat" or "rho" or "sigma" for the Greek alphabet or special symbol.
- A government study found that people who eat chocolate frequently weighless than people who don’t. Researchers questioned 1000 individuals fromCalifornia between the ages of 20 and 85 about their eating habits, andmeasured their weight and height. On average, participants ate chocolatetwice a week and had a body mass index (BMI) of 28. There was anobserved difference of five to seven pounds in weight between those whoate chocolate five times a week and those who did not eat any chocolate atall, with the chocolate eaters weighing less on average. Frequent chocolateeaters also consumed more calories, on average, than people who consumedless chocolate. Based on this summary, would you recommend thatAmerican’s who do not presently eat chocolate, consider eating chocolateup to five times a week if they want to lose weight? Why or why not?Explain.Suppose you are asked to compare the variation in housing rental prices in the Eastern Caribbean measured in Eastern Caribbean dollars to housing rental prices in Jamaica measured in Jamaican dollars, explain the most appropriate statistic to use making sure to say whyIn June 2015, Gallup conducted a poll of a random sample of 14802 adults to determine the well-being of people living in the United States. One question asked, "Did you exercise at least 30 minutes for 3 or more days in the past week?" In the survey, 57.3% of males and 42.7% of females responded yes to this question. Which of the following is true about this scenario?A. 57:3% and 42.7% are both statistiesB. 57.3% and 42.7% are both parameter.C. If we took another random sample of 14802 adults, we would expect to get the exact same results.