Using the two equations, p + q = 1 and p2 + 2pq + q2 = 1, answer the following question Torsion dystonia is a movement disorder that affects 1 in every 1,000 persons of Eastern European (Askenazi) Jewish descent. What is the carrier frequency for this population?
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Using the two equations, p + q = 1 and p2 + 2pq + q2 = 1, answer the following question
Torsion dystonia is a movement disorder that affects 1 in every 1,000 persons of Eastern European (Askenazi) Jewish descent. What is the carrier frequency for this population?
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- Torsion dystonia is a movement disorder that affects 1 in every 1,000 persons of Eastern European (Askenazi) Jewish descent. What is the carrier frequency for this population?Using the two equations, p + q = 1 and p2 + 2pq + q2 = 1, answer the following question A Hispanic-American couple wants to know their risk for having a child with cystic fibrosis. One parent has no family history of disease, but the other parent has a sibling with cystic fibrosis. Calculate the conditional probability that the couple has a child with cystic fibrosis.Ethnicity (i.e., Hispanic versus non-Hispanic) is best described as which type of variable? Write the type answer.
- The term Asian American refers to people of Asian descent who trace their roots to more than 20 different countries in Asia, including Cambodia, China, India, Japan, Korea, Malaysia, Pakistan, Philippines, Thailand and Vietnam. Given below are the leading causes of death for Asian Americans and other minority groups in the U.S. With this data, compare the leading causes of deaths of Filipinos and answer the following questions. 1. Is race/ethnicity a significant factor affecting these populations’ mortality? Howso? 2. What other considerations should be included in the discussion of the leadingcauses of deaths for these populations?If 60 individuals have the genotype AA and there are 100 total individuals in the population what is the frequency of AA?Consider a clustered and ordered population of size N=10. Use systematic sampling with i = 2 , to obtain a clustered random sample of size n=5. Compute the variance of the cluster mean estimate of population mean. Please give correct solution.
- why would the frequency of Ellis-van Creveld syndrome decrease if the Amish married individuals from outside of their community?What is the likely ancestry of this individual? (For the purposes of this exercise, you may limit your response to European, African, or Asian.) What indicators lead you to this conclusion? Were there any indicators that did not match with your determination? If so, does that invalidate your analysis? Why or why not? Please be thorough with your answer and answer all parts of the questions.Suppose that you just learned that the narrow-sense heritability of blood pressuremeasured among a group of African Americans in Detroit, Michigan, is 0.4. What doesthis heritability tell us about genetic and environmental contributions to blood pressure?
- In a study conducted on human height, heritability estimates that were initially done on children with an average age of 5 years old was 74%. Heritability estimates were again performed on the same individuals when they reached adulthood with an average of 40 years old. The result was 30%. Explain the results.This is the information collected by mission doctors in a remote isolated tribal village. Local people displayed the following, in the following numbers: 104 were not resistant to malaria and did not have the sickle cell anemia; 18 had the sickle cell anemia; 33 were resistant to malaria and did not have the sickle cell anemia. Determine the allele frequencies in this population. I am only asking for allele frequencies. Show your calculations Thank youThe following data were obtained from a Ghanaian population of 152 people. Blood Type Number of Individuals M 61 MN 64 N 27 Calculate the frequencies of the M and N alleles in this population. What are the expected numbers of individuals of each genotypic class in this population? Assume Hardy-Weinberg conditions. Use the chi-squared test to determine if these data fit the Hardy-Weinberg equilibrium model. The degrees of freedom for this test should be 1. Why is this appropriate?