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Name:_________answer key_____________________________ SHOW ALL OF YOUR WORK! Genetics Exam #3 December 6th, 2006 (5) Define and distinguish between punctuated equilibrium and phyletic gradualism. punctuated equilibrium is evolution in short bursts followed by long periods of equilibrium phyletic gradualism is the slow constant genetic changes over time (5) Define and distinguish between biological and morphological speciation. biological speciation is the inability of different populations to interbreed morphological speciation is speciation based on physical characteristics and morphology (3) Define genetic fitness. genetic fitness is the survivability of a particular phenotype in an environment (3) Define frequency dependent selection. selection depends upon the allele frequency in a population (3) Define evolutionary clock. slow, constant change of DNA over time used to estimate time since most recent ancestor (3) Define gene pool. complete collection of all alleles of all genes in the genome (3) Define mean fitness of a population. percentage of individuals that survive after natural selection (3) Define genetic load. # of defective individuals tolerated in a population to maintain heterozygosity (3) Define reproductive isolation. separation of individuals into populations that are unable to interbreed (3) Define local population. population in which most individuals will find a mate (3) Define sympatric speciation. speciation caused by polymorphism in a population (3) Define heterozygous advantage. heterozygotes have a survival advantage compared to either homozygote (10) In snapdragons, red and white are co-dominant traits. One one island, you counted 750 red snapdragons, 950 pink snapdragons, and 300 white snapdragons. What are the allelic frequencies for these traits? red 750*2 + 950 = 2450 alleles /4000 total = 0.6125 white 300*2 +950 = 1550 alleles/4000 total = 0.3875 (10) Guppies are a small tropical fish commonly in the lakes of central america. Careless tourists introduced a large predatory fish into one of the lakes, and it preferentially eats the largest guppies. How would this predator affect the guppy population in this lake, and what type of natural selection is this (in terms of how it changes the distribution of guppies)? this is an example of directional selection, forcing the population toward smaller guppies As larger guppies are eaten by the predatory fish, the guppies that were smaller would have a selective advantage compared to the large ones. (10) In the south pacific, one island had a population of 250 dodos, with an allele frequency for allele A is 0.7 and a= 0.3. A large raft carries 100 dodos from a distant island that has an allele frequency for A of 0.2 and a=0.8. What is the new allele frequency for the combined population? p(A) = 250/350 * .7 + 100/350 * .2 = 0.5 + 0.057 = .557 p(a) = 250/350 *.3 + 100/350 * .8 = .2143 + .2286 = .443 (10) Natural selection can work upon organisms in any of 4 different ways, or levels. List and describe the 4 different ways. zygotic selection- certain individuals are unable to survive because of genetic defects gametic selection- when an organism's gametes are defective and less able to form zygotes fertility selection- when a certain phenotype produces more offspring than another sexual selection- when a certain phenotype is able to mate more frequently (10) In humans, one gene d has 4 alleles, with the following frequencies: d1=0.4, d2=0.3, d3=0.2 and d4=0.1. What is the probability of an individual being heterozygous for d2? # d2 heterozygotes = 2*d1d2 + 2*d2d3 + 2*d2d4 2*.4*.3 + 2*.3*.2 + 2*.3*.1 .24 + .12 + .06 = .42 (10) In peas, green pods are dominant over yellow pods. Under normal circumstances, the allele frequency for green is 40% and the allele frequency for yellow is 60%. Greenbugs that were introduced one year on a freighter preferentially eat green pea pods, giving a selection coefficient of 0.40. After 1 round of selection, what is the new allele frequency for green and yellow pods? genetic fitness GG = 0.42 = 0.16 * (1- 0.4) = 0.096 Gg = 2*.6*.4 = 0.48 * (1-0.4) = 0.288 gg = 0.62 = 0.36 * 1 = 0.360 + 0.744 normalizing the genotypes to determine the percentages after selection gives: GG = .096/.744 = 0.129 Gg = .288/.744 = 0.387 gg= .36/.744 = 0.484 allele frequency of G after selection = (2*.129 + .387)/2 = 0.323 allele frequency of g after selection = (2*.484 + .387)/2 = 0.677