Using the following information provided in the table below, calculate the Gini-coefficient for Algura. Population 10 32 15 Income per month per person 2000 96000 1500 Total Population 57 57 57
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A: Calculate the new Gini Coefficient for Algura when income changes as follows:
Using the following information provided in the table below, calculate the Gini-coefficient for Algura.
| Population | 10 | 32 | 15 |
| Income per month per person | 2000 | 96000 | 1500 |
| Total Population | 57 | 57 | 57 |
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- Which two populations use the Revised Measure (Base Period)? Why do they use this measure?How is absolute poverty measured, in comparison to the distribution of national income? Write down a statistic for each measurement. List 3 countries in Latin America with extremely high rates of absolute poverty and 3 countries with very high income inequality. What are 2 factors which may have increased absolute poverty rates throughout the region’s history? Finally, provide 2 factors which have increased income inequality in Latin America throughout its history.data analysis, please show work Here is a table showing the approximate breakdown of blood types in the United States: Blood Type: A B AB O P(Blood Type in US) 0.43 ? 0.03 0.46 Here is a table showing the approximate breakdown of blood types in the United Kingdom: Blood Type: A B AB O P(Blood Type in the U.K.) 0.37 0.1 0.04 0.49 For all questions below, you may assume that the blood type of an individual in the US and the blood type of an individual in the UK are independent of each other. If you were to choose one person at random from the US and another person at random from the UK, what is the probability that they will both have blood type A? If you choose a person at random from the US and a person at random from the UK, what is the probability that neither will be of blood type O? If you choose three people at random from the US, what is the likelihood that none of them are of blood type B? If you choose two people at random, what is the probability that both…
- 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.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…In the early 2000s,the illiteracy rate for girls between the ages of 15 and 24 was __________ andthe illiteracy rate for males in this age group was ______________. a)67%; 70% b)80%; 83% c)72%; 69% d)78%; 75%
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- Using social security administration data for selected years from 1950 and projected to 2050, the US population (in millions), can be described by P(t)= 2.53t + 162.3. The number 163.3 in the equation can be best described as A. The US population in 1950 B The current US population C. Change in the US population over the selected . D The total accumulated US population . E. Change in US population every year since 1950Y1Suppose there is an economy where 80 percent ofpeople earn more than their parents and 40 percentend up in a different income quintile than theirparents. What measure of the income distributiondoes the first statistic tell you about? What aboutthe second?
