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1. According karacan 2014, which of the following statement is true about the level of generativity?
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- Why is the Hardy-Weinberg principle considered a null model of evolution?What is your analysis in the What is your analysis on the given picture? How is this concept important?9. 8. The two histograms represent the frequency distribution for the two different types of variation. Q R 10. A B Which of the statements, A to D, about characteristic Q is correct? с D controlled by many genes and unaffected by the environment number of organisms controlled by one or two genes and unaffected by the environment controlled by many genes and influenced by the environment Your answer controlled by one or two genes and influenced by the environment A. B. W characteristic C. What evidence is given in the pedigree chart below to establish that the condition is caused by a dominant allele? D. number of organisms Two unaffected parents have unaffected children. Two affected parents have affected children. An affected parent and an unaffected parent have affected children. Two affected parents have an unaffected child. A. 0% B. 25% C. 50% characteristic In fruit flies (Drosophila melanogaster) grey body is dominant to black body and normal wings are dominant to vestigial…
- 17) In chi-squared analysis... A. If the observed data exactly agree with the predictions of the hypothesis, then we expect the p-value to be (1.0, 100, less than 0.05, 0, greater than 0.05) B. If the observed data closely agree with the predictions of the hypothesis, then we expect the p-value to be (1.0, 100, less than 0.05, 0, greater than 0.05) C. If the observed data do not at all agree with the predictions of the hypothesis, then we expect the p-value to be (1.0, 100, less than 0.05, 0, greater than 0.05) Chose one from the parenthesis for each question.Which of the following statement(s) is(are) true about meta-analysis?1) Chi-square analysis generates a p value, an important indicator of statistical support for a hypothetical outcome. If a p value = 0.05 > p > 0.01, the tested hypothesis fails to be falsified. Agree/Disagree? Answer with explanation here:
- 63. In an isolated population, a single mutation allele of the cystic fibrosis transmembrane regulator (CFTR) gene is present at a frequency of 0.1. The normal CFTR allele and the mutation allele are in Hardy-Weinberg equilibrium in this population. Which of the following is the approximate frequency of homozygosity for the normal CFTR allele in this population? A) 0 OB) 0.01 C) 0.05 D) 0.2 E) 0.5 F) 0.8 G) 1.0 Сони back toWhen i fail to reject the null hypothesis am I saying that I am supporting the hypothesis given or not?1. 40 OT students were randomized into two groups and 40 nursing students were randomized into two groups. One of the OT groups and one of the nursing groups were given the opportunity to participate in a research project and present their data at an IPE conference. The other group of OT students and nursing students completed their normal course work. At the end of the semester the faculty measured all of their students’ knowledge about research design and confidence presenting information to others. (a) Independent Variable(s): (b) Dependent Variables(s): (c) Research Design: 2. 60 participants with a diagnosis of bulbar type ALS were divided into two groups to work with SLP either 3 times a week for 1 hour or 6 times a week for 2 hours. At the end of the study, all participants completed an assessment of speech quality and swallowing ability. (a) Independent Variable(s): (b) Dependent Variables(s): (c) Research Design:
- 34 note: i don't have a clear photo of the diagram, please just analyze it and don't reject the question. JUST MAKE AN INTELLIGENT GUESS3. Chi square tests can be used to support or reject other types of hypotheses where random chance can be involved. For example, studies done on honeybees may track how often bees visit each type of flower. In these studies, you are trying to disprove that the bees visit the flowers in equal amounts (showed no preference). Scientists observed that 54 bees visited tulips and 66 bees visited lilies. Do the bees in the study below show a statistically significant preference for lilies? (Observed - Expected)? Expected Observed Expected Visited Tulips Visited Lilies Summed X = ANALYSIS: 4. In Wisconsin Fast plants, purple stems (P) are dominant to green stems (p). Plants can also be tall (T) or dwarf (t). Two tall plants with purple stems are crossed with results shown in the chart. Do the results support a hypothesis that both plants were heterozygous? Show a chi square analysis to support your position. (Observed - Expected)? Expected Observed Expected Purple, tall 48 Purple, dwarf 16…I believe that the correct answer is: p^2+2pq+q^2=1 I just want to make sure that I am understanding the Hardy-Weinberg Equilibrium correctly.
