Country Birth rate GNP Growth Income ratioBangladesh 47 140 0.3Tanzania472801.9Sierra Leone 463200.447 380 -1.355 3802.9355304.13019103.1252560 0.7354220 2.433 1540 3.5311840 4.3044 15056 200 2.7Argentina 20 2560 1.9SudanKenyaIndonesiaPanamaChileVenezuelaTurkeyMalaysiaNepalMalawi2.33.23.33.96.83.48.63.84.94.954.72.43.6a. Using the data above, estimate a single regression model ofthe birth rate explained by GNP or the growth rate or theincome ratio. Comment upon:i. the sizes and signs of the coefficients,ii. the significance of the coefficients,b. Write and explain your model?c. What other possible explanatory variables do you think itmight be worth investigating?

Given the data asCountryBirth rate GNPGrowthIncome…

Answered: Country Birth rate GNP Growth Income…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Interpret the Coefficient of Determination New Cases New Deaths 1765 4 1097 5 891 4 959 6 937 58 1047 26 1353 9 1776 8 1952 34 1906 8 2052 11 1524 139 1453 146 1912 40 2048 137 2058 8 1895 11 2163 14 1357 69 1862 64 1783 74 2178 20 1797 54 1949 53 1581 50 1173 94 2245 95 1169 71 1849 48 2109 71 2103 80 1658 58 1583 67 1266 68 1590 55 1894 61 1941 52 1790 70 1690 52 1235 65 1345 114 1734 68 2022 26 1960 12 1928 8 1685 2 1391 7 1184 53 1744 96 1901 157 2240 239 1888 20 2288 6 1414 16 1557 22 2269 72 2651 46 2921 42 2113 29 2037 4 2067 47 1783 20 2452 15 3045 19 3439 42 3276 51 3356 5 2668 7 2886 17 3749 63 4578 87 5000 72 4899 63 5404 8 4437 11 4387 18 5290 21 7103 13 7999 30 7757 39 8019 4 5867 20 6666 47 8773 56 9838 54 9595 10 9475 11 10016 16 9296 5 6128 106
Latitude Mortality 34 215 33.5 168 33 173 40.5 185 36 146 43.8 153 41 194 40 181 31 203 30 223 45.5 117 43 116 41.2 127 43.2 124 41.5 170 36.8 146 30.2 181 45.2 127 40 159 42.2 152 44.5 121 43 113 34.8 214 40.5 140 46 100 39.5 121 40 189 46.8 135 43.2 168 37 135 40 153 76.5 52 34.5 200 39.2 136 38.5 176 45 137 38.8 125 38.8 146 35.8 177 47.8 89 35 186 32.5 232 37.5 146 42 144 35.5 175 44.5 122 38.8 128 46.5 103 43 136
a. Set up a contingency table on education (X) and job satisfaction (Y). If needed, round yourpercentages to one decimal place (e.g., 10.4%) .b. Analyze the table to explain if there is a relationship between education and job satisfaction. Inyour answers, be sure to compare the percentages in each row
Country China China China China China China China Scale us/billion us/billion us/billion us/billion us/billion tonnes % Items GDP GFCF EX IM FDI CO2C TO 1985 309488028132.65 94181047057.82 25801403273.95 38302403273.95 1659000000.00 1.87 20.71 1986 300758100107.25 93113390307.25 26202580690.47 33592580690.47 1875000000.00 1.94 19.88 1987 272972974764.57 83416274479.82 34072853910.00 33781853910.00 2314000000.00 2.04 24.86 1988 312353631207.82 96994617160.49 44923701330.00 48984701330.00 3194000000.00 2.15 30.06 1989 347768051311.74 89049722510.12 41190793490.00 46118793490.00 3393000000.00 2.15 25.11 1990 360857912565.97 86565315650.10 49129758920.00 38461758920.00 3487000000.00 1.91 24.27 1991 383373318083.62 98541506533.10 55542659163.76 43941659163.76 4366000000.00 2.00 25.95 1992 426915712715.86 129557475949.77 66847400125.59 61849400125.59 11156000000.00 2.08 30.15 1993 444731282435.52 164960763454.80 74280328749.70 86072328749.70 27515000000.00 2.24 36.06…
3 2 41.5-46.5 46.5- 31.5-36.5 36.5-41.5 Class bourndaries Class limits 17-21 22-26 27-31 32-36 37-41 42-46 47-51 Class boundaries 16.5-21.5 21.5-26.5 26.5-315 315-36.5 Class midpoints Frequency Cumulative frequency 19 1 24 4 29 1 34 6 36.5 - 41.5 415-46.5 46 5-51.5 39 10 4. 44 14 49 17 12 19 Part 1 of 4 (a) How many values are in the class 26.5 - 31.57 The number of values in the dass 26.5 - 31.5 is Part 2 of 4 (b) How many values fall between 215 and 41.57 The number of values that fall between 21.5 and 41.5 is . Part 3 of 4 (c) Haw many values are below 36.57 The number of values that are below 30.5 is Frequency 16.5-21.5 21.5-26.5 26.5-31.5 51.5
Barrow, Alaska 40 33.6 33.3 29.7 30 27.0 20 14.4 8.8 10 10 --6.9 -9.1 20 -17.2 19.3 -21.1 -23.7 Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec Month Data from National Climatic Data Center Record the monthly increases and decreases in the low temperature from the previous month. Monthly Increase or Decrease (from the previous month) Month February March April May June Average Daily Low Temperature (in degrees Fahrenheit)
The table provided below shows paired data for the heights of a certain country's presidents and their main opponents in the election campaign. Construct a scatterplot. Does there appear to be a correlation? Click the icon to view the data table for election heights. Construct a scatterplot. Choose the correct graph below. OA. В. C. D. 200- 200- 200- 200- 160+ 160 President's height 160+ 160 President's height 160+ 160 President's height 160- 160 President's height 200 200 200 200 Does there appear to be a correlation between the president's height and his opponent's height? A. Yes, there appears to be a correlation. As the president's height increases, his opponent's height increases. B. Yes, there appears to be a correlation. The candidate with the highest height usually wins. C. Yes, there appears to be a correlation. As the president's height increases, his opponent's height decreases. D. No, there does not appear to be a correlation because there is no general pattern to the data.…
1 2 -3 -1 2 %3D -1 0 2 3 3] -11 141 1. 7 -4] 15 -11 2. 5 3. 7 -71 4. -7 5. 7 -41 5. 5 1 O 2 O 3 4 5 O
Provide an appropriate chart for the given data
please assist
The accompanying data file shows the annual returns (in %) for a mutual fund focusing on investments in Latin America and a mutual fund focusing on investments in Canada over the past 25 years. Click here for the Excel Data File a. Which fund had the higher reward over this time period? since it has the b. Which fund was riskier over this time period? since it has the c-1. Given a risk-free rate of 2%, calculate the Sharpe ratio for each fund. What does this ratio imply? Note: Round intermediate calculations to at least 4 decimal places and final answers to 2 decimal places. Sharpe ratio for Latin America Sharpe ratio for Canada c-2. Over this time period, the Sharpe ratio implies that the: O Latin America fund had a higher reward per unit of risk. O Canada fund had a higher reward per unit of risk. O Latin America fund had the higher relative dispersion. ○ Canada fund had the lower relative dispersion.

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