5- Non-Random Mating- Imagine a population of witch hazel plants (Hama.docx
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5. Non-Random Mating. Imagine a population of witch hazel plants (Hamamelis virginiana) that is polymorphic at the " B " locus with two alleles, B and b . You determined the B-locus genotypes of 2500 randomly-sampled individuals and compared observed genotype frequencies to Hardy-Weinberg expectations. The results were: Witch hazel flowers tend to bloom very late in the growing season, typically between midOctober and mid-November, when most animal pollinators are inactive. Based on this observation, you came up with two hypotheses for how witch-hazel flowers reproduce. - Hypothesis 1: Witch hazel plants often use their own pollen to create their seeds (= self-pollination or "selfing", an extreme form of inbreeding) - Hypothesis 2: Witch hazel flowers are incapable of self-fertilization, and are pollinated when the wind carries pollen from one individual to another (outcrossing) Do the genotype frequencies in your sample support hypothesis 1 or hypothesis 2 ? Briefly explain your answer (4 pts.) .
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7. If = 5.5 , = 0.1 , n = 16 , what is a x and x ? x = = x == 8. n = 150 , = 6.2 , = 1 0.99 = 0.01 , Z /2 = Z 0.005 = 2.575 Find E = z 0.005 = Find 2.2 + E = Find 2.2 E =
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7
The random variable Z denotes a standard normal random variable, Z N ( 0 , 1 ) . What is the standard deviation of Z ? Choose the correct answer below. A. 0 B. 1 C. N ( , 2 ) D. 2
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