Next, let's imagine that you want to examine whether the pattern of frequencies across the political party affiliation options is the same for people who are short, average, or tall in height (1=short, 2=average, 3=tall). To test this research question, you are going to run a two-way chi-square test with the variables "height" and "polparty". When you run the analysis, make sure to select the necessary options in the main dialogue box and the smaller menu. It does not matter which variable is placed in the columns vs. the rows.What is the value of the Pearson's chi-square for this test? Enter your value rounded to three decimal places (i.e., 10.001, not 10.01, not 10.1, not 10). Chi-Square TestFrequenciespolpartyObserved NExpected NResidual2533.3-8.224833.314.834733.313.81333.3-20.2Total133Test StatisticspolpartyChi-Square26.609JPAsymp. Sig.a. O cells (0.0%)have expectedfrequenciesless than 5.The minimumexpected cellfrequency is33.3.000'to answer the questions in this assignment! Please keep in mind that you still need to watch the tutorial vicand read the assignment instructions/questions in order to know how to interpret the output and what valuelook for! ZOOMThe second set of output shows the results of a two-way chi-square test using the"polparty" and "height" varlables.• CrosstabsCase Processing SummarysaseMissingPIPAPercentTotalPercentPercentNpolparty height13298.5%1.5%1342.polparty * height CrosstabulationCount2Total3.polparty2516.9.146.242.227.Total132BEChi-Square TestsAsymptoticSignificanceanjea6.542JP(papis-2)Pearson Chi-Square9.Likelihood Ratio7.1319.Linear-by-Linear60EOSE'EN of Valid Casesa. 3 cells (25.00 have expected count less than 5. Theminimum expected count is 2.00.132nswer the questions in this assignment! Please keep in mind that you still need to watch the tutorial videcread the assignment instructions/questions in order to know how to interpret the output and what values

We want to find the value of Pearson's Chi- square test from the above given problem ?

Next, let's imagine that you want to examine whether the pattern of frequencies across the political party affiliation options is the same for people who are short, average, or tall in height (1=short, 2=average, 3=tall). To test this research question, you are going to run a two-way chi-square test with the variables "height" and "polparty". When you run the analysis, make sure to select the necessary options in the main dialogue box and the smaller menu. It does not matter which variable

Next, let's imagine that you want to examine whether the pattern of frequencies across the political party affiliation options is the same for people who are short, average, or tall in height (1=short, 2=average, 3=tall). To test this research question, you are going to run a two-way chi-square test with the variables "height" and "polparty". When you run the analysis, make sure to select the necessary options in the main dialogue box and the smaller menu. It does not matter which variable

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

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter10: Statistics

Section10.3: Measures Of Spread

Problem 1GP

See similar textbooks