(G) Parent population (can be changed with the mouse) 16.00 16.00 5.00 mea mediam- sd skew= kurtosis Clear lower 3 Normal v 0.00 0.00 Sample: Animated Sample Data Reps- range 25 19.00 5 10,000 100,000...


look at these parts (F,G) look at their graphs and answer its following question based on the graph


(G)<br>Parent population (can be changed with the mouse)<br>16.00<br>16.00<br>5.00<br>mea<br>mediam-<br>sd<br>skew=<br>kurtosis<br>Clear lower 3<br>Normal v<br>0.00<br>0.00<br>Sample:<br>Animated<br>Sample Data<br>Reps-<br>range<br>25<br>19.00<br>5<br>10,000<br>100,000<br>Distribution of Means, N=25<br>Mean<br>N 25<br>OFia normal<br>19. Observe the mean, ; and standard deviation a, of the sampling distribution of X, and annotate the<br>normal distribution curve below accordingly.<br>X-N(<br>

Extracted text: (G) Parent population (can be changed with the mouse) 16.00 16.00 5.00 mea mediam- sd skew= kurtosis Clear lower 3 Normal v 0.00 0.00 Sample: Animated Sample Data Reps- range 25 19.00 5 10,000 100,000 Distribution of Means, N=25 Mean N 25 OFia normal 19. Observe the mean, ; and standard deviation a, of the sampling distribution of X, and annotate the normal distribution curve below accordingly. X-N(
(F)<br>Parent population (can be changed with the mouse)<br>16.00<br>16.00<br>5.00<br>0.00<br>0.00<br>mean<br>Clear lower 3<br>median<br>sd<br>skew<br>kurtosis<br>Normal v<br>Sample:<br>Animated<br>Sample Data<br>20<br>1900<br>Reps-<br>range<br>5<br>10,000<br>100,000<br>Distribution of Means, N-20<br>Mean<br>N=20 v<br>OFn normal<br>18. Observe the mean, g and standard deviation ag, of the sampling distribution of X, and annotate the<br>normal distribution curve below accordingly.<br>

Extracted text: (F) Parent population (can be changed with the mouse) 16.00 16.00 5.00 0.00 0.00 mean Clear lower 3 median sd skew kurtosis Normal v Sample: Animated Sample Data 20 1900 Reps- range 5 10,000 100,000 Distribution of Means, N-20 Mean N=20 v OFn normal 18. Observe the mean, g and standard deviation ag, of the sampling distribution of X, and annotate the normal distribution curve below accordingly.

Jun 11, 2022
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