-. Thanks to Gregor Mendel's famous experiments in the 1800s, we know that in a hybridization eventbetween a homozygous plant carrying two yellow-pod genes and a heterozygous plant carrying oneyellow-pod and one green-pod gene, there is a 75% chance that the offspring plant has green pods, anda 25% chance the offspring plant has yellow pods. If one of these hybridization experiments results in12 offspring, what is the probability that exactly 5 of them have yellow pods? Make sure to define arandom variable, state its distribution, and translate the question into a probability statement beforesolving.plants w/ yellow ands at of 12ՈՐ

An event is the outcome of an experiment. If an experiment is repeated n times with two outcomes…

Answered: Thanks to Gregor Mendel's famous…

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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In a factory, there are at least 20,000 chocolate bars and no more than 50,000 at any given time. A golden ticket is found in every chocolate bar once every 3 weeks. What is the probability that a you find a golden ticket in half a year (26 weeks)? If you were to go through each chocolate bar looking for a golden ticket, where each chocolate bar is independent of one another, and there is a 0.001% chance that a chocolate bar contains a golden ticket, what is the average number of chocolate bars needed to be searched to find the first golden ticket?
Sickle cell disease is an inherited blood disorder that affects red blood cells. Since it is a recessive disorder, a person inheriting two sickle cell genes will have the disease, whereas a person inheriting only one sickle cell gene will be healthy, but will carry the sickle cell trait. If both parents have the sickle cell trait, and it is equally likely whether a parent passes on the gene for sickle cell trait, determine the probability that an offspring will have the disease. an offspring will have the sickle cell trait. an offspring will have neither sickle cell anemia nor the sickle cell trait.
Trisomy 18 (T18) is a rare genetic disorder that severely disrupts a baby's development prior to birth. Many die before birth and most die before their first birthday. T18 occurs in only 1 in 2500 pregnancies in the U.S. A genetic test on the mother's blood can be done to test for T18 in her baby. The overall probability of a positive test result is 0.010384. The probability of a positive test result for a baby with T18 is 0.97. The probability of a negative test result for a baby without T18 is 0.99. A mother's blood tests positive for T18. What is the probability that her baby has T18? (A) 0.0004 (B) 0.0374 (C) 0.4902 (D) 0.97 (E) 0.99
A pharmaceutical company receives a large shipment of aspirin tablets. The acceptance sampling plan is to randomly select and test 48, tablets then accept the whole batch if there is only one or none that doesn't meet the required specifications. If one shipment of 6000 tablets actually has a 3% rate of defects, what is the probability that this whole shipment will be accepted? Or almost all such shipments be accepted or will many be rejected?
For the same class you were asked to do some research on transfers bt two-year and four-year colleges. According to federal data on the year-round student population, in 2015-16 49% of all students completing a degree at a four-year college had been enrolled in a two-year colleges in the previous 10 years. If you take a random sample of 10 of these graduates, what is the probability that exactly 4 of them will have been enrolled in a two-year college in the last 10 years?
The hospital records show that 75% of patients suffered from COVID-19 dies. What is the probability that 4 out of 6 randomly selected patients will recover?
Suppose 10% of a city’s inhabitants have contracted Covid-19 but are asymptomatic (do not show any symptoms). A PCR test for detecting Covid will return a positive result for 90% of the people with asymptomatic Covid and is negative for 90% of people who are not infected. What is the probability that a person for whom the test result is negative, actually has indeed contracted Covid-19?

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