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a. How to make at least one graph to interpret the data (use appropriate graphs)? b. How to simulate the 95% confidence range for at numerical value?

a. How to make at least one graph to interpret the data (use appropriate graphs)? b. How to simulate the 95% confidence range for at numerical value?

MATLAB: An Introduction with Applications
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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How to solved statistic question as per attached ?

Population Positive Covid 19 No Name density/Km2 12,038 Day 1 Day 2 Day 3 Day 4 Day 5 Day 6 Day 7 Day 8 Day 9 1 City A 2 City B 3 City C 4 City D 5 City E 6 City F 7 City G 8 City H 9 City I 10 City J 11 City AA 12 City BB 13 City CC 14 City DD 99 103 152 167 47 262 500 186 372 9,325 106 166 402 95 69 274 422 151 424 1,617 102 121 157 197 23 340 54 213 568 14,806 55 63 68 93 63 150 21 90 231 2,153 40 47 57 47 47 119 45 64 152 8,756 37 42 42 69 42 100 31 42 108 1,319 13 22 23 23 22 47 7 24 68 2,057 32 52 56 63 52 126 54 96 265 742 14 26 24 24 67 63 78 43 96 2,201 6. 16 20 100 44 90 32 54 1,278 45 22 33 76 34 59 65 43 131 934 7 11 12 15 34 30 76 10 32 14,012 40 42 31 33 21 131 45 35 94 4,166 2 8 14 6. 21 32 16 26 a. How to make at least one graph to interpret the data (use appropriate graphs)? b. How to simulate the 95% confidence range for at numerical value?
Transcribed Image Text:Population Positive Covid 19 No Name density/Km2 12,038 Day 1 Day 2 Day 3 Day 4 Day 5 Day 6 Day 7 Day 8 Day 9 1 City A 2 City B 3 City C 4 City D 5 City E 6 City F 7 City G 8 City H 9 City I 10 City J 11 City AA 12 City BB 13 City CC 14 City DD 99 103 152 167 47 262 500 186 372 9,325 106 166 402 95 69 274 422 151 424 1,617 102 121 157 197 23 340 54 213 568 14,806 55 63 68 93 63 150 21 90 231 2,153 40 47 57 47 47 119 45 64 152 8,756 37 42 42 69 42 100 31 42 108 1,319 13 22 23 23 22 47 7 24 68 2,057 32 52 56 63 52 126 54 96 265 742 14 26 24 24 67 63 78 43 96 2,201 6. 16 20 100 44 90 32 54 1,278 45 22 33 76 34 59 65 43 131 934 7 11 12 15 34 30 76 10 32 14,012 40 42 31 33 21 131 45 35 94 4,166 2 8 14 6. 21 32 16 26 a. How to make at least one graph to interpret the data (use appropriate graphs)? b. How to simulate the 95% confidence range for at numerical value?
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