In the rare Indigo orchid, it has been shown that flower color is controlled by 2 genes. Noone knows how the 2 genes are related and several hypotheses have emerged to explainhow they interact to produce flowers with indigo, red, and blue pedals. You cross Redand blue flowering plants, and find that F1 are all indigo colored. You allow F1 to self-fertilize and this produces 153 red, 455 indigo, and 198 blue flowers total.The 2 most popular theories are: an incomplete dominance relationship or an epistaticrelationship between the 2 genes. Your team deduces that if incomplete dominanceshould result in 150 red, 150 blue, and 400 indigo. Where as, an epistatic relationshipshould result in 150 red, 200 blue, and 450 indigo.Calculate the chi-squared value for the incomplete dominance hypothesis? (Give youranswers as 2-decimal number e.g. 0.05)Answer:Calculate the chi-squared value for the epistatic relationship hypothesis? (Give youranswers as 2-decimal number e.g. 0.05)Answer:

Given information: The data represents the observed and expected counts for red, blue and indigo…

Answered: In the rare Indigo orchid, it has been…

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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An instructor teaches three introductory Medicine sections covering the same material. He has made up a different final exam for each section. Still, he suspects that one of the versions is more difficult than the other two. he decides to experiment to evaluate the difficulty of the exams. He randomly selects five volunteers for each class during the review period just before finals. Class 1 volunteers are given version 1 of the exams, Class 2 volunteers get version 2, and Class 3 volunteers receive version 3. Of course, all volunteers are sworn not to reveal any of the exam questions, and also, all of the volunteers will receive a different final exam from the one they took in the experiment. The following are the results. Does this study suffice the assumptions in employing One-way ANOVA in interpreting the results? Explain why or why not?
Can you please help me with this step because I am having a difficult time with this and can you do it step by step
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Question 10 Malik runs a bakery that sells two kinds of cookies. Matik knows the bakery must make at least 7 and at most 52 trays of the Mint Breezes. The bakery must also make between 10 and 57 trays of the Fluffy Deliciousness. The trays of Mint Breezes take 19 minutes in the oven, while trays of Fluffy Deliciousness require 13 minutes in the oven, The bakery only has 1235 minutes in the oven available. if trays of Mint Breezes generate $2.93 in revenue, and trays of Fluffy Deliciousness generate $1.76, how many trays of the cookies should Malik have the bakery make to get the most revenue? Mint Breezes: Fluffy Deliciousness: Best revenue: Submit Question
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