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Health authorities around the world have finally been able to reduce the average number of cases that a single case gives rise to by numerous protective measures including vaccination, mask wearing and physical distancing. Therefore, by "flattening the curve" in this way, ICUS will be less likely to run out of capacity. Source: Daley (2020) The Conversation. Number of cases Source: CDC Possible spread of COVID-19 with and without protective measures Without protective measures u=2.5 days _0=5 With protective measures u-7 days Time since first case x = 5.2 Healthcare system capacity -0=25 x=8.8 BUSINESS INSIDER a. i. Assuming that both curves are normally distributed, statistically account for the differences in shape. ii. Explain the significances, for the distribution "without protective measures," of increasing the standard deviation to 20 and increasing the population mean to 4 to flatten the COVID-19 curve b. Explain why will flattening the curve cause the pandemic to last longer? c. Standardize the normal distribution "with protective measures" and find the probability falling within the area: P(5.2 ≤x≤ 8.8). Show all steps. d. Assume that the mean amount of loss income of residents in the T&T due to Covid-19nis $1575 per month, obtained from a random sample of 120 residents. The population standard deviation of such loss income is $215. i. Explain and illustrate the 97% confidence interval for the mean amount of loss income per month by households in the US.

Health authorities around the world have finally been able to reduce the average number of cases that a single case gives rise to by numerous protective measures including vaccination, mask wearing and physical distancing. Therefore, by "flattening the curve" in this way, ICUS will be less likely to run out of capacity. Source: Daley (2020) The Conversation. Number of cases Source: CDC Possible spread of COVID-19 with and without protective measures Without protective measures u=2.5 days _0=5 With protective measures u-7 days Time since first case x = 5.2 Healthcare system capacity -0=25 x=8.8 BUSINESS INSIDER a. i. Assuming that both curves are normally distributed, statistically account for the differences in shape. ii. Explain the significances, for the distribution "without protective measures," of increasing the standard deviation to 20 and increasing the population mean to 4 to flatten the COVID-19 curve b. Explain why will flattening the curve cause the pandemic to last longer? c. Standardize the normal distribution "with protective measures" and find the probability falling within the area: P(5.2 ≤x≤ 8.8). Show all steps. d. Assume that the mean amount of loss income of residents in the T&T due to Covid-19nis $1575 per month, obtained from a random sample of 120 residents. The population standard deviation of such loss income is $215. i. Explain and illustrate the 97% confidence interval for the mean amount of loss income per month by households in the US.

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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Health authorities around the world have finally been able to reduce the average number of cases that a single case gives rise to by numerous protective measures including vaccination, mask wearing and physical distancing. Therefore, by "flattening the curve" in this way, ICUS will be less likely to run out of capacity. Source: Daley (2020) The Conversation. Number of cases Source: CDC Possible spread of COVID-19 with and without protective measures Without protective measures μ-2.5 days _0=5 With protective measures u=7 days Time since first case x = 5.2 Healthcare system capacity -0=25 x=8.8 BUSINESS INSIDER a. i. Assuming that both curves are normally distributed, statistically account for the differences in shape. ii. Explain the significances, for the distribution "without protective measures," of increasing the standard deviation to 20 and increasing the population mean to 4 to flatten the COVID-19 curve b. Explain why will flattening the curve cause the pandemic to last longer? c. Standardize the normal distribution "with protective measures" and find the probability falling within the area: P(5.2 ≤ x ≤ 8.8). Show all steps. d. Assume that the mean amount of loss income of residents in the T&T due to Covid-19nis $1575 per month, obtained from a random sample of 120 residents. The population standard deviation of such loss income is $215. i. Explain and illustrate the 97% confidence interval for the mean amount of loss income per month by households in the US.
Transcribed Image Text:Health authorities around the world have finally been able to reduce the average number of cases that a single case gives rise to by numerous protective measures including vaccination, mask wearing and physical distancing. Therefore, by "flattening the curve" in this way, ICUS will be less likely to run out of capacity. Source: Daley (2020) The Conversation. Number of cases Source: CDC Possible spread of COVID-19 with and without protective measures Without protective measures μ-2.5 days _0=5 With protective measures u=7 days Time since first case x = 5.2 Healthcare system capacity -0=25 x=8.8 BUSINESS INSIDER a. i. Assuming that both curves are normally distributed, statistically account for the differences in shape. ii. Explain the significances, for the distribution "without protective measures," of increasing the standard deviation to 20 and increasing the population mean to 4 to flatten the COVID-19 curve b. Explain why will flattening the curve cause the pandemic to last longer? c. Standardize the normal distribution "with protective measures" and find the probability falling within the area: P(5.2 ≤ x ≤ 8.8). Show all steps. d. Assume that the mean amount of loss income of residents in the T&T due to Covid-19nis $1575 per month, obtained from a random sample of 120 residents. The population standard deviation of such loss income is $215. i. Explain and illustrate the 97% confidence interval for the mean amount of loss income per month by households in the US.
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d. Assume that the mean amount of loss income of residents in the T&T due to Covid-19nis $1575 per month, obtained from a random sample of 120 residents. The population standard deviation of such loss income is $215. i. Explain and illustrate the 97% confidence interval for the mean amount of loss income per month by households in the US.
Transcribed Image Text:d. Assume that the mean amount of loss income of residents in the T&T due to Covid-19nis $1575 per month, obtained from a random sample of 120 residents. The population standard deviation of such loss income is $215. i. Explain and illustrate the 97% confidence interval for the mean amount of loss income per month by households in the US.
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