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← Use the accompanying life table for a population of a certain region in 2010 to find the probability of dying during the following age intervals. Given that these age intervals are so close, why are the results so different? a. 0-3 b. 4-7 Click here to view page 1 of the life table. Click here to view page 2 of the life table. a. The probability of dying during the age interval 0-3 is (Round to six decimal places as needed.) b. The probability of dying during the age interval 4-7 is (Round to six decimal places as needed.). Given that these age intervals are so close, why are the results so different? OA. The mortality rate at or near birth is exceptionally high. OB. The mortality rate during childhood is exceptionally high. OC. The mortality rate at or near birth is exceptionally low. OD. The mortality rate during childhood is significantly higher than during infancy. CIT

← Use the accompanying life table for a population of a certain region in 2010 to find the probability of dying during the following age intervals. Given that these age intervals are so close, why are the results so different? a. 0-3 b. 4-7 Click here to view page 1 of the life table. Click here to view page 2 of the life table. a. The probability of dying during the age interval 0-3 is (Round to six decimal places as needed.) b. The probability of dying during the age interval 4-7 is (Round to six decimal places as needed.). Given that these age intervals are so close, why are the results so different? OA. The mortality rate at or near birth is exceptionally high. OB. The mortality rate during childhood is exceptionally high. OC. The mortality rate at or near birth is exceptionally low. OD. The mortality rate during childhood is significantly higher than during infancy. CIT

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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Life Table: 2010, 1 of 2 L Age Interval 0-1 1-2 2-3 3-4 4-5 5-6 6-7 7-8 9-10 10-11 11-12 12-13 13-14 14-15 4740 4 Probability of Dying During the Interval 0.006123 0.000428 0.000275 0.000211 0.000158 0.000145 0.000128 0.000114 0.000100 0.000087 0.000079 0.000086 0.000116 0.000175 0.000252 6 nonnon Number Surviving to the Beginning of the Interval 100,000 99,388 99,345 99.318 99,297 99,281 99,267 99,254 99,243 99.233 99 224 99.216 99,208 99.196 99,179 ACHEI Number of Deaths During the Interval 612 2NN2=90NERE 43 13 10 Print Person-Years Lived (total time lived during the interval by those alive at the beginning of the interval) 99,465 99,366 99,331 99,307 99.289 99,274 99.260 99.249 99,238 99.229 99,220 99,212 99,202 99.188 99,167 65 455 Done Total Person- Years Lived (in this and all subsequent intervals) 7,866,027 7,766,561 7,667,195 7,567,864 7,468,556 7.369.267 7.269.993 7.170.733 7.071.484 6.972.246 6.873.017 6.773.797 6.674.585 6.575.383 6.476.195 na Expected Remaining Lifetime (from the beginning of the interval) 78.7 78.1 77.2 76.2 75.2 74.2 73.2 72.2 71.3 70.3 69.3 68.3 67.3 66.3 65.3 man Xoint(s e inte
Transcribed Image Text:Life Table: 2010, 1 of 2 L Age Interval 0-1 1-2 2-3 3-4 4-5 5-6 6-7 7-8 9-10 10-11 11-12 12-13 13-14 14-15 4740 4 Probability of Dying During the Interval 0.006123 0.000428 0.000275 0.000211 0.000158 0.000145 0.000128 0.000114 0.000100 0.000087 0.000079 0.000086 0.000116 0.000175 0.000252 6 nonnon Number Surviving to the Beginning of the Interval 100,000 99,388 99,345 99.318 99,297 99,281 99,267 99,254 99,243 99.233 99 224 99.216 99,208 99.196 99,179 ACHEI Number of Deaths During the Interval 612 2NN2=90NERE 43 13 10 Print Person-Years Lived (total time lived during the interval by those alive at the beginning of the interval) 99,465 99,366 99,331 99,307 99.289 99,274 99.260 99.249 99,238 99.229 99,220 99,212 99,202 99.188 99,167 65 455 Done Total Person- Years Lived (in this and all subsequent intervals) 7,866,027 7,766,561 7,667,195 7,567,864 7,468,556 7.369.267 7.269.993 7.170.733 7.071.484 6.972.246 6.873.017 6.773.797 6.674.585 6.575.383 6.476.195 na Expected Remaining Lifetime (from the beginning of the interval) 78.7 78.1 77.2 76.2 75.2 74.2 73.2 72.2 71.3 70.3 69.3 68.3 67.3 66.3 65.3 man Xoint(s e inte
K Use the accompanying life table for a population of a certain region in 2010 to find the probability of dying during the following age intervals. Given that these age intervals are so close, why are the results so different? H a. 0-3 b. 4-7 Click here to view page 1 of the life table. Click here to view page 2 of the life table. a. The probability of dying during the age interval 0-3 is (Round to six decimal places as needed.) b. The probability of dying during the age interval 4-7 is (Round to six decimal places as needed.) Given that these age intervals are so close, why are the results so different? OA. The mortality rate at or near birth is exceptionally high. OB. The mortality rate during childhood is exceptionally high. OC. The mortality rate at or near birth is exceptionally low. O D. The mortality rate during childhood is significantly higher than during infancy. X N O DELL CIT Next 10:03 PM 4/9/2023
Transcribed Image Text:K Use the accompanying life table for a population of a certain region in 2010 to find the probability of dying during the following age intervals. Given that these age intervals are so close, why are the results so different? H a. 0-3 b. 4-7 Click here to view page 1 of the life table. Click here to view page 2 of the life table. a. The probability of dying during the age interval 0-3 is (Round to six decimal places as needed.) b. The probability of dying during the age interval 4-7 is (Round to six decimal places as needed.) Given that these age intervals are so close, why are the results so different? OA. The mortality rate at or near birth is exceptionally high. OB. The mortality rate during childhood is exceptionally high. OC. The mortality rate at or near birth is exceptionally low. O D. The mortality rate during childhood is significantly higher than during infancy. X N O DELL CIT Next 10:03 PM 4/9/2023
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