Below: Using the 5 Step Process, Test the Claims The World Data Atlas reports that the average Crude Birth Rate is more or less the same between developing and developed countries with an average crude birth rate of 18.6 and a standard deviation of 7.9. You think this information is incorrect. You randomly select 15 developing countries and 15 developed countries. You find that the average crude birth rate for developing countries is 25.7; while developed countries have a crude birth rate of 10.5. Is there evidence to support your claim at a= 0.05? 1. Hypothesis: 2. Calculate Test Statistic: z = 3. Identify P-Value: 4. Reject or Fail to Reject: x-μ 0

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Using the 5 Step Process, Test the Claims
The World Data Atlas reports that the average
Crude Birth Rate is more or less the same between
developing and developed countries with an average
crude birth rate of 18.6 and a standard deviation of 7.9.
You think this information is incorrect. You randomly
select 15 developing countries and 15 developed
countries. You find that the average crude birth rate for
developing countries is 25.7; while developed countries
have a crude birth rate of 10.5. Is there evidence to
support your claim at a= 0.05?
1. Hypothesis:
2. Calculate Test Statistic: z =
3. Identify P-Value:
4. Reject or Fail to Reject:
x-μ
0
√n
Transcribed Image Text:Below: Using the 5 Step Process, Test the Claims The World Data Atlas reports that the average Crude Birth Rate is more or less the same between developing and developed countries with an average crude birth rate of 18.6 and a standard deviation of 7.9. You think this information is incorrect. You randomly select 15 developing countries and 15 developed countries. You find that the average crude birth rate for developing countries is 25.7; while developed countries have a crude birth rate of 10.5. Is there evidence to support your claim at a= 0.05? 1. Hypothesis: 2. Calculate Test Statistic: z = 3. Identify P-Value: 4. Reject or Fail to Reject: x-μ 0 √n
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