What is the best non-parametric test for the following problem?[Apakah ujian tidak berparameter yang paling sesuai bagi masalah berikut?)"According to Mendelian genetic principles, self-pollination of pink-flowered plants should produce progeny that shas red, pink, and whiteflowers in a 1:2:1 ratio. A horticulturist self-pollinated several pink-flowered plants and produced 240 progenies with 55 red-flowered, 132pink-flowered, and 53 white-flowered. Are these data reasonably consistent with the Mendelian model of a single gene locus with incompletedominance?"["Berdasarkan prinsip genetik Mendelian, pendebungaan sendiri pokok yang berbunga merah jambu akan menghasilkan progeni yang mempunyaibunga merah, merah jambu dan putih dalam nisbah 1:2:1. Seorang ahli hortikultur mendebungakan beberapa pokok berbunga merah jambu danmenghasilkan 240 progeni dengan 55 berbunga merah, 132 berbunga merah jambu dan 53 berbunga putih. Adakah data ini konsisten dengan modelMendelian gen satu lokus dengan dominan tidak lengkap?"]O a.Intrinsic Chi-square test[Ujian Khi-kuasa dua intrinsik}Ob.O D. Extrinsic Chi-square test[Ujian Khi-kuasa dua ekstrinsik}Oc.O c. Multinomial test[Ujian muitinomial}d.rxk Chi-square test

Given that "According to Mendelian genetic principles, self-pollination of pink-flowered plants…

Answered: What is the best non-parametric test…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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A researcher wishes to see if the activities people usually do on a weekend which is listed below to combat stress are equally distibuted among office workers. A sample of 100 office workers is selected, and the folllowing data are obtained. At α=0.05, can it be concluded that there is no preference? A. State what type of nonparametric test is to be use in the problem?
What are the different parametric counter parts for non-parametric Binomial test, Chi-Square GOF test, Kolmogorov-Smirnov one-sample test, Runs test, McNemar test, Sign test and Wilcoxon signed-rank test?
A biologist is studying the composition of birds on a lake and counts 61 ducks, 17 geese, 11 cranes, 15 swans, and 6 herons. From previous studies performed around the same time of the year, she expects 50% of the birds to be ducks, 23% to be geese, 12% to be cranes, 10% to be swans, and 5% to be herons. What are the correct null and alternative hypotheses for performing a chi-square goodness of fit test? Select one.Question 1 options: Null Hypothesis H0 : The distribution of birds observed follows the Student’s t-distribution.Alternative Hypothesis H1: The distribution of birds observed does not follow the Student’s t-distribution. Null Hypothesis H0 : The distribution of birds observed does not follow the distribution from previous studies.Alternative Hypothesis H1: The distribution of birds observed follows the distribution from previous studies. Null Hypothesis H0 : The distribution of birds observed follows the Normal distribution.Alternative Hypothesis H1: The distribution of…
When we have a non-significant chi-square (retain the null hypothesis), we conclude A) that the two variables are “dependent” for the chi-square test of independence. B) that the two variables are “independent” for the chi-square test of independence.
A researcher wishes to see if the activities people usually do on a weekend which is listed below to combat stress are equally distributed among office workers. A sample of 100 office workers is selected, and the following data are obtained. At α = 0.05, can it be concluded that there is no preference? What type of non-parametric test should be used in this problem? ACTIVITY NUMBER OF OFFICE WORKERS Staying at home 37 Hiking 16 Yoga 8 Attend Mass 10 Shopping 29
Write down some Assumptions of z Test?
Pose a null and alternate hypothesis for a two sample t-test using variables: Male and Female, Asthma, number of injuries, or flu shot. Can any of the variables also be used to do a Chi square test or a NOVA test?
My lawn needs mowing , but i do not want to mow if its going to start raining while I'm in the middle of the job. So i am looking at the sky evaluating the weather, using the null hypothesis: "It will rain within the next two hours". In this situation , what would a type I error be?
The purpose of hypothesis testing is to reach a conclusion about a __________ by examining the data contained in a ___________ . * 1 point statistic ; sample population; sample sample ; population population; parameter
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