The table below gives the population by sex and year of the four regions of Mälardalen over theperiod 2015-2021 (the data is from SCB).NärkemenwomenSödermanlandmenwomenVästmanlandmenwomenUpplandmenwomenPopulation by region, sex and year2015 2016 2017 2018 2019 2020 2021102 102 103 913 106 092 107 941 109 345 110 020 110 558103 189 104 463 106 501 108 245 109 435 109 970 110 573648 022 658 795 669 369 680 420 689 201 692 993 697 688653 006 661 682 670 687 679 901 688 047 691 637 696 084153 529 155 770 157 521 158 913 159 919 160 476 161 286151 983 153 587 154 964 156 087 156 993 157 388 158 187782 653 799 121 816 230 830 513 844 560 851 677 863 723790 143 803 531 817 405 829 911 841 911 849 121 860 042A. For each of the groups, do a scatter plot. For which cases does the plots suggest the use of asimple linear regression model?B. Calculate estimates of the slopes and intercepts of the regression lines.C. Calculate estimates of the standard deviations.D. Compute the coefficients of determination. Using this as a measure, which case is best modelledby linear regression?

Given the data of the population by sex and year of the four regions of Malardalen over the period…

Answered: The table below gives the population by…

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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Find the missing values marked xx and yy in the following contingency table. Age Group Preferred Form of Exercise Total Running Biking Swimming Under 35 years 149 136 yy 364 35 years or older 48 xx 38 141 Total 197 191 117 505 A. xx = 55, yy = 79 B. xx = 103, yy = 77 C. xx = 103, yy = 79 D. xx = 55, yy = 77
The following table shows the number of active military personnel in 2009, by region (including the District of Columbia). Pacific 229,634 Mountain 89,816 West South Central 177,336 West North Central 64,564 East North Central 26,384 East South Central 68,440 South Atlantic 376,034 Middle Atlantic 41,441 New England 8,579 Source: U.S. Census Bureau, Statistical Abstract of the United States: 2012, Table 508 (data) and U.S. Census Bureau, Census Regions and Divisions of the United States (regions). Calculate the mean and standard deviation for the population. Now take 10 samples of size 3 from the population. Use either simple random sampling or systematic sampling with the help of the table of random numbers in Appendix A. Calculate the mean for each sample. Once you have calculated the mean for each sample, calculate the mean of means (i.e., add up your 10 sample means and divide by 10). How does this mean compare with the mean for all…
On the right is a contingency table for active Naval military personnel, cross-classified by marital status and pay grade. Complete parts (a) through (f) below. c. How many are enlisted and have a civilian marriage? There are______that are enlisted and have a civilian marriage. d. How many are either enlisted or have a civilian marriage? There are______that are either enlisted or have a civilian marriage. e. How many are neither enlisted nor have a civilian marriage? There are ______that are neither enlisted nor have a civilian marriage. f. How many do not have a joint service marriage? There are______that do not have a joint service marriage.
A. Determine the lowest and highest value of the unorganized data shown below. 48 73 57 57 69 88 11 80 82 47 46 70 49 45 75 81 33 65 38 59 94 59 62 36 58 69 45 55 58 65 30 49 73 29 41 53 37 35 61 48 22 51 56 55 60 37 56 59 57 36 12 36 50 63 68 30 56 70 53 28 Highest: Lowest: B. Using the ungrouped data above determine the frequency of each class by counting the number of items that fall in each interval. An example Class 11-22 has an f=3, (11,12 and 22). Also determine the midpoint of the interval "x". An example is also given below. 11+22 x = = 16.5 2 Frequency Distribution The "n" is the total number of f. Classes f 11-22 3 16.5 23-34 35-46 47-58 59-70 71-82 83-94 C. Draw a bar graph of the frequency vs the class interval using the data that you have answered above. HISTOGRAM Frequency vs. Class Interval 20 18 16 14 12 10 8. 6. 2 11-22 23-34 35-46 47-58 59-70 71-82 83-94 Frequency D. Draw a line graph of the frequency vs the midpoint of the interval "x". Frequency Polygon FREQUENCY…
Consider a geographic area divided into four regions, north, south, east, and west. The following table lists the population of these regions in three racial categories: Asian, Black, and White: (from the textbook by Burt et al. p.154) Population Region Asian Black WhiteTotal 200 North 600 700 South East West Total 200 300 400 150 150 250 100 300 200 1. Calculate location quotients for each region and each racial group in the population. 2. Calculate the coefficient of localization of each group.
7 Cmpne Bouns b whe Eqa B1. 12
Answer b. Use the Jefferson method pls.
There is some evidence that drinking moderate amounts of wine helps prevent heart attacks. following data on yearly wine consumption (liters of alcohol from drinking wine, per person) and yearly deaths from heart disease (deaths per 100,000 people) were collected the early 1990’s from 19 nations: Alcohol from wine Heart disease deaths Alcohol Country Heart discase deaths Country from wine Australia Austria Belgium Canada Denmark Finland France Iceland Ireland Italy Netherlands New Zealand Norway Spain Sweden Switzerland United Kingdom United States West Germany 167 266 227 2.5 18 211 167 131 191 220 297 71 211 300 107 1.9 0.8 65 1.6 3.9 2.9 2.4 2.9 0.8 86 207 5.8 1.3 1.2 2.7 115 285 199 172 9.1 0.8 0.7 7.9 Summary information: Alcohol from wine Heart disease deaths Мean 3.03 191.05 Standard Deviation 2.51 68.40 r = 0.71 Pleases, answer the following questions: 1- Explain what the value of r² = 0.71 represents in this study?
1. is the collection of all elements under consideration in a statistical inquiry. A. Statistics C. Population B. Sample D. Data

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