Pop1 Study guides, Class notes & Summaries
Looking for the best study guides, study notes and summaries about Pop1? On this page you'll find 4 study documents about Pop1.
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SAFe POP1 Question and answers rated A+ 2023
- Exam (elaborations) • 5 pages • 2023
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SAFe POP1 Question and answers rated A+ 2023
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MATH 1280 Self-Quiz Unit 7 (100%) | MATH1280 Self-Quiz Unit 7 (100%) – 2020
- Exam (elaborations) • 11 pages • 2021
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MATH 1280 Self-Quiz Unit 7 (100%) – University of the People 
Grade	10.00 out of 10.00 (100%) 
Information text 
Recall that the population average of the heights in the file "" is μ = 170.035. Using simulation it can be shown that the probability of the sample average of the height falling within 2 centimeter of the population average is approximately equal to 0.925. From the simulations we also got that the standard deviation of the sample average is (approximately) equal to 1.122. In the...
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MATH 1280 Self-Quiz Unit 7 (100%) |MATH1280 Self-Quiz Unit 7 (100%) – University of the People ( Download to Score A+)
- Exam (elaborations) • 7 pages • 2021
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MATH 1280 Self-Quiz Unit 7 (100%) – University of the People 
Grade	10.00 out of 10.00 (100%) 
Information text 
Recall that the population average of the heights in the file "" is μ = 170.035. Using simulation it can be shown that the probability of the sample average of the height falling within 2 centimeter of the population average is approximately equal to 0.925. From the simulations we also got that the standard deviation of the sample average is (approximately) equal to 1.122. In the...
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University of the People MATH 1280B Graded Quiz Unit 8 All correct answers
- Exam (elaborations) • 5 pages • 2021
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- $9.99
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Recall that the population average of the heights in the Òle "" is μ = 
170.035. Using simulations we found that the probability of the sample 
average of the height falling within 1 centimeter of the population average 
is approximately equal to 0.626. From the simulations we also got that the 
standard deviation of the sample average is (approximately) equal to 
1.122. In the next 3 questions you are asked to apply the Normal 
approximation to the distribution of the sample average using t...
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