1. Using the data computed, test the null hypothesis that there is no significant difference between the population and sample data.

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Using the data computed, test the null hypothesis that there is no significant difference between the population and sample data.
Given data is
157, 149, 162, 168, 155, 155, 157.48, 165, 157, 157
sample size =10
Sample Mean X
Sample Variance s2 = 29.6284
158.2480
Sample Standard Deviation s = 5.4432
Given data is
157, 149, 162, 168, 155, 155, 157.48, 165, 157, 157, 149, 152.4, 161, 149, 155, 152,
162, 155, 155, 177, 152, 155, 159, 168, 182.88, 161, 155, 153, 167, 172, 171, 174,
152, 162, 165.1, 170.18, 172
population size = 37
Population Mean µ = 160.5687
Population Variance o,= 70.8725
Population Standard Deviation o = 8.4186
1. Using the data computed, test the null hypothesis that there is no significant
difference between the population and sample data.
Transcribed Image Text:Given data is 157, 149, 162, 168, 155, 155, 157.48, 165, 157, 157 sample size =10 Sample Mean X Sample Variance s2 = 29.6284 158.2480 Sample Standard Deviation s = 5.4432 Given data is 157, 149, 162, 168, 155, 155, 157.48, 165, 157, 157, 149, 152.4, 161, 149, 155, 152, 162, 155, 155, 177, 152, 155, 159, 168, 182.88, 161, 155, 153, 167, 172, 171, 174, 152, 162, 165.1, 170.18, 172 population size = 37 Population Mean µ = 160.5687 Population Variance o,= 70.8725 Population Standard Deviation o = 8.4186 1. Using the data computed, test the null hypothesis that there is no significant difference between the population and sample data.
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