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- What does the term “variance analysis mean when applied of financial performance of health care organizations?Question 2 Suppose we are interested in the effect of attending a particular school on students’ income in adulthood. Let malei be a dummy variable which is equal to 1 if student i is male. Translate the following mathematical expression into plain English E(Yi(1) − Yi(0)|malei = 1). Full explain this question and text typing work only We should answer our question within 2 hours takes more time then we will reduce Rating Dont ignore this line .What is Lerner index? How is it calculated? What does it calculated outcome tell us?
- D. If TB > TA then Type B will get more education, otherwise Type A will definitely getmore education. Discuss.E. Assume that the mean wage in Industry 1 is greater than the mean wage in Industry 2,but the variance of wages in Industry 1 is much larger than that in Industry 2. Assumealso that if you get an education you must work in Industry 1(i.e., the human capitalaccumulated is industry specific). What effect(s) might that have on the choices ofType A and Type B individuals regarding their education.F. If αA is much larger than αB, then there is nothing the government can do to induceType B individuals to go to school beyond high school.G. Discuss briefly how your answer to E change if the human capital was not entirelyindustry specific.2. For this question use the HUI3 scoring system for the health utilities index. Assume a patient has a baseline HUI3 state of (2,2,1,4,1,3,2,4) and a 1-year follow-up HUI3 health state of (2,2,1,3,2,1,2,2) after participating in a RCT. How many QALYs does this person gain in the first year after treatment? a. Use the information from above to answer the following questions. Suppose the cost of treatment was $20,000 and the average person lived an additional 10 years. What is the cost per QALY gained for the treatment (using discounted QALYS)? Does the treatment appear cost-effective? Explain.Prepare an excel sheet for undergiven answers:please prepare excel sheet ....5. Cost of Inventory Sold: Cost of jeans sold: 16 * $19 = $304Cost of sweaters sold: 2 * $9 = $18Cost of purses sold: 2 * $27 = $54Cost of suits sold: 2 * $67 = $134Total Cost of Inventory Sold = $304 + $18 + $54 + S134 = S510 6. Gross Margin: Gross Margin = Total Gross Sales - Total Cost of Inventory Sold Gross Margin = $1,418 - $510 = $908 7. Direct Expenses for the Month: Advertising: $200Salaries: $500Rent expenses: S200Total Direct Expenses for the Month = $200 + $500 + 5200 = S900 Direct Expenses for the Day (assuming a 31-day month) = Total Direct Expenses for the Month / 31 Direct Expenses for the Day = $900 / 31 = $29.03 8. Indirect Expenses for the Month: Water: $75Electricity: $89Insurance: $60Total Indirect Expenses for the Month = $75 + 589 + 560 = 5224 Indirect Expenses for the Day (assuming a 31-day month) = Total Indirect Expenses for the Month / 31 Indirect Expenses for the Day = $224 / 31 =…
- Consider a simple OLS model that regresses college GPA (gpa) on high school GPA (hsgpa) and parental income (pincome, in $1000 per month). B₁ + B₂hsgpa + B3pincome + e. Empirical estimation using observations generates the following STATA output. gpa = Source Model Residual Total gpa hsgpa pincome _cons SS 1273.27041 671.879965 df Coef. Std. Err. .6866603 .0103571 .3033177 .0066108 -.6697239 .0358777 Which statement below is incorrect? MS Number of obs F(2, 3997) Prob > F R-squared Adj R-squared Root MSE t P>|t| = = = 4,000 [95% Conf. Interval] A college student whose parents do not have an income is expected to earn a negative GPA. High school GPA is a significant contributing factor to college GPA. Besides high school GPA and parental income, there exist other factors that affect college GPA. Every $1000 increase in parental income is expected to raise a student's college GPA by 0.303.If we model after-tax household income with a normal distribution, then the figures of a study imply the information in the following table. Assume that the distribution of incomes in each country is normal. \table[[Country,Country A,Country B,Country C,Country D,Country E],[Mean Household Income,$11,000,$40,000,$13,000,$12,000,$34,000a. b. Given the equation, L = 2r + 3k + 8(q-¹/2k¹/2) dL/dr = ? dL/dk = ?
- (SW 7.10) Show that the two alternative formulas below for the homoscedasticity-only F-statistic are equivalent. F = (SSRrestricted − SSRunrestricted) /q SSRunrestricted/ (n − kunrestricted − 1) (equation 7.13 in SW) F = R2 unrestricted − R2 restricted /q (1 − R2 unrestricted) / (n − kunrestricted − 1) (equation 7.14 in SW)describe how COVID-19 may differentially affect families across the socioeconomic spectrum. That is, how might the consequences of COVID-19 for families with low SES be similar to or different from the consequences of COVID-19 for families with high SES?Suppose you estimate the equation colGPA = Bo + B1 faminc+ B2hsGPA+ B3SAT + u where faminc is a student's family income that is reported on a survey when the student is in college. Because the data are self reported, you believe that the family income data recorded in faminc is not the exact income that a family has, but rather an approximation or best-guess. Which of the following is likely to be true about the estimated relationship between family income and college GPA 31 and the true relationship between family income and college GPA B1? A. E(B1) = B1 В. Е(3) > В C. E(B1) < B1 D. E(B)) =