Create a distribution of 1000 simulated sample statistics we might expect to see if the null hypothesis from part i. is true (check the “Show Shuffle Options” box in the applet and choose the Correlation statistic). State the shape, center, and variability of the distribution of simulated sample statistics and explain why the value of the mean makes sense. Include a screenshot of the distribution below. Select data ChooseEnter dataPov Birth14.924.89.612.815.211.599.710.912.417.716.627.81112.57.614.615.2(Explanatory, Response)Use Data Clearn = 50Show descriptive statistics: ✔Pov: mean-11.61, SD-2.60Birth: mean=15.65, SD-5.66Explore linesShow Movable Line:ResultsBirth28211478Show data options:12PovDesign population for random sampling: Regression table:Design populationANOVA table:16Show Regression Line: ✔Birth^= -5.10+ 1.79 x PovShow Residuals:Show Squared Residuals:Correlation coefficient: r =0.819R-squared:Regression SE: O20Show Shuffle Options: ✔Number of Shuffles 1000Shuffle Y-valuesSelect display:O Data O PlotMost Recent shuffleBirth282151015Pov20Most recent shuffled correlation: -0.21Most Recent Regresssion LineBirth = 21.01 + -0.46 x PovShuffled r = -0.212Choose statistic CorrelationTotal Shuffles = 1000Mean -0.008SD = 0.1391505100500-0.3000.30Shuffled CorrelationCount shuffles Greater than > ✓0.61Count

The objective is to describe the shape, center, and variability of the distribution of simulated…

Create a distribution of 1000 simulated sample statistics we might expect to see if the null hypothesis from part i. is true (check the “Show Shuffle Options” box in the applet and choose the Correlation statistic). State the shape, center, and variability of the distribution of simulated sample statistics and explain why the value of the mean makes sense. Include a screenshot of the distribution belo

Create a distribution of 1000 simulated sample statistics we might expect to see if the null hypothesis from part i. is true (check the “Show Shuffle Options” box in the applet and choose the Correlation statistic). State the shape, center, and variability of the distribution of simulated sample statistics and explain why the value of the mean makes sense. Include a screenshot of the distribution belo

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter10: Statistics

Section: Chapter Questions

Problem 25SGR

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