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Lecture #2 – Evolution of Populations Image of a population of penguins 1 Key Concepts: • • • • • • • The Modern Synthesis Populations and the Gene Pool The Hardy-Weinberg Equilibrium Micro-evolution Sources of Genetic Variation Natural Selection Preservation of Genetic Variation 2 Review definitions • Species – individual organisms capable of mating and producing fertile offspring • Population – a group of individuals of a single species • Community – a group of individuals of different species Images – species, population, community 3 The Modern Synthesis integrates our knowledge about evolution • • • • Darwin’s natural selection Mendel’s hereditary patterns Particulate transfer (chromosomes) Structure of the DNA molecule All explain how the genetic structure of populations changes over time 4 KEY POINT Environmental factors act on the individual to control the genetic future of the population Individuals don’t evolve…..populations do * ** ** ** ** ** * * * * * *** ** * * * * * * * * 5 Population = a +/- localized group of individuals of one species Image – population of iris 6 Critical Thinking • How do we determine the boundaries of a population??? 7 Critical Thinking • How do we determine the boundaries of a population??? 8 Recall basic genetic principles: • In a diploid species (most are), every individual has two copies of every gene One copy came from each parent • Most genes have different versions = alleles • Diploid individuals are either heterozygous or homozygous for each gene Heterozygous = Aa Homozygous = AA or aa 9 Recall basic genetic principles: • The total number of alleles for any gene in a population is the number of individuals in the population x 2 If the population has 10 individuals, there are 20 copies of the A gene – some “A” alleles and some “a” alleles • All these alleles comprise the “gene pool” 10 Hardy-Weinberg Theorem • Gene pool = all alleles in a population • All alleles have a frequency in the population There is a percentage of “A” and a percentage of “a” that adds up to 100% • Hardy-Weinberg Theorem demonstrates that allele frequencies don’t change through meiosis and fertilization alone 11 Hardy-Weinberg Theorem • A simple, mathematical model • Shows that repeated random meiosis and fertilization events alone will not change the distribution of alleles in a population Even over many generations p2 + 2pq + q2 = 1 we will not focus on the math – you’ll work on this in lab 12 Hands On • • • • The equation: p2 + 2pq + q2 = 1 (Page 2) p = the frequency of one allele q = the frequency of the other allele p + q MUST = 1 = 100% of the gene pool 13 Hands On • If the allele frequencies are known, the HW equilibrium can be demonstrated by a Punnett square Assume that we know there are ½ T and ½ t alleles Paternal Parent Maternal Parent T t T TT Tt t Tt tt 14 Hands On • What are the frequencies of each allele in the F1 generation? Assume that we know there are ½ T and ½ t alleles Paternal Parent Maternal Parent T t T TT Tt t Tt tt 15 Hands On – Results • What are the frequencies of each allele in the F1 generation? 16 Hands On – Results 17 Hands On – Results 18 Hands On • How do you determine the allele frequencies??? • How do you find p and q??? • In this example, how do you know the percentage of T and the percentage of t??? 19 Hands On – Results 20 Hands On • Clasp your hands 21 Hands On • Count right thumbs up vs. left thumbs up • Right thumb up is the recessive condition! • Determine the distribution of T and t in our class population • Type up a summary of your results and turn in tomorrow 22 Hardy-Weinberg Theorem • Meiosis and fertilization randomly shuffle alleles, but they don't change proportions Like repeatedly shuffling a deck of cards The laws of probability determine that the proportion of alleles will not change from generation to generation • This stable distribution of alleles is the Hardy-Weinberg equilibrium Doesn’t happen in nature!!! 24 Conditions for H-W Equilibrium: • • • • • No natural selection Large population size Isolated population Random mating No mutation Doesn’t happen in nature!!! The violation of each assumption acts as an agent of microevolution 25 The value of H-W??? • It provides a null hypothesis to compare to what actually happens in nature • Allele frequencies DO change in nature • BUT, they change only under the conditions of microevolution In nature, all the H-W assumptions are violated • Result – populations DO evolve 26 Critical Thinking • What are the limitations of the HardyWeinberg theorem??? 27 Critical Thinking • What are the limitations of the HardyWeinberg theorem??? 28 Critical Thinking 29 Individuals Do Not Evolve • Individuals vary, but populations evolve • Natural selection pressures make an individual more or less likely to survive and reproduce • But, it is the cumulative effects of selection on the genetic makeup of the whole population that results in changes to the species The environment is a wall; natural selection is a gate 30 The environment is the wall; natural selection is the gate * ** ** ** ** ** * * * * * *** ** * * * * * * * * ? ***** ***** 31 Micro-evolution: population-scale changes in allele frequencies • • • • • Natural Selection Genetic Drift Gene Flow Selective Mating Mutation Image – natural variation in flower color; same image for all these summary slides 32 Natural Selection – the essence of Darwin’s theory Cartoon – beaver with chainsaw paws “natural selection does not grant organisms what they “need”” More on this later…. More on this later…. Differential reproductive success is the only way to account for the accumulation of favorable traits in a population 33 Micro-evolution: population-scale changes in allele frequencies • • • • • Natural Selection Genetic Drift Gene Flow Selective Mating Mutation 34 Genetic Drift – random changes in allele frequency from generation to generation • Reproductive events are samples of the parent population Larger samples are more representative than smaller samples (probability theory) Parent pop = 10% blue 1 2 35 Larger pop = ~29% blue Smaller pop = 100% blue Genetic Drift – random changes in allele frequency from generation to generation • More pronounced in smaller and/or more segregated populations Bottleneck effect Founder effect Parent pop = 10% blue 1 2 36 Segregated pop = ~29% blue Segregated pop = 100% blue Bottlenecking = extreme genetic drift Diagram – bottlenecking 37 Critical Thinking • What events could cause a bottleneck??? 38 Critical Thinking • What events could cause a bottleneck??? 39 Conservation implications – cheetahs are a bottlenecked species Image – cheetah 40 Maps – historic and current range of cheetahs Extreme range reduction due to habitat destruction and poaching + Cheetahs were naturally bottlenecked about 10,000 years ago by the last major ice age (kinked tail) The species is at risk of extinction 41 Australian Flame Robin, California Condor, Mauritian Kestrel …..and many more, all driven nearly to extinction….. Images – bottlenecked and now endangered species Some colorful results of a quick web search on “bottlenecked species” 42 Founder Effect = extreme genetic drift • Occurs when a single individual, or small group of individuals, breaks off from a larger population to colonize a new habitat Islands Other side of mountain Other side of a river… • This small group may not represent the allele distribution of the parent population 43 Founder Effect 44 45 46 Long distance dispersal events can lead to the founder effect Image – a founding population of seeds; possibly also the bird if it’s a gravid female 47 Critical Thinking • What do you think follows long distance dispersal to a new ecosystem??? 48 Critical Thinking • What do you think follows long distance dispersal to a new ecosystem??? 49 Hands On • Genetic drift is random • Some drift is expected with every generation Genetic drift is not necessarily extreme • Use the beads to explore this idea (Page 4) Count out 50 beads each of 2 colors Each bead represents an allele in the gene pool Since B and b are in equal proportion, what is the phenotypic makeup of the diploid population??? 50 p2 + 2pq + q2 = 1 Hands On – Results • Genetic drift is random • Some drift is expected with every generation Genetic drift is not necessarily extreme • Use the beads to explore this idea Count out 50 beads each of 2 colors Each bead represents an allele in the gene pool Since B and b are in equal proportion, what is the phenotypic makeup of the diploid population??? 51 Hands On • Now simulate random mating by shaking up the beads and pulling out 2 beads at a time, with your eyes closed Be sure to return the beads to the “gene pool” We are sampling with replacement – random • Record each offspring allele structure Be sure to assign a dominant and recessive color • Repeat 50 times 52 Shake the pool each time to maintain random Hands On • Count and record the allele structure of your second generation • Make a new gene pool of 100 beads that reflects this new allele structure • Repeat the bead selection for a 3rd generation • Repeat for a total of 5 generations 53 Hands On • Is your 5th generation allele structure the same as your 1st generation??? • What is the phenotypic distribution of your 5th generation? • What are your conclusions? • Use your lab notebook to record observations 54 Hands On • Now simulate a bottleneck • Shake up the beads and pull out 2 beads at a time, with your eyes closed Be sure to return the beads to the “gene pool” We are sampling with replacement – random • Record each offspring allele structure Be sure to assign a dominant and recessive color • Repeat 5 times 55 Shake the pool each time to maintain random Hands On • Count and record the allele structure of your second generation • Make a new gene pool of 100 beads that reflects this new allele structure • Repeat the bead selection for a 3rd generation • Repeat for a total of 5 generations 56 Hands On • Is your 5th generation allele structure the same as your 1st generation??? • What is the phenotypic distribution of your 5th generation? • What are your conclusions? • Compare 50 vs. 5 reproductive “events” • Use your lab notebook to record observations, and type up a summary to turn in tomorrow 57 Micro-evolution: population-scale changes in allele frequencies • • • • • Natural Selection Genetic Drift Gene Flow Selective Mating Mutation 58 Gene Flow • Mixes alleles between populations Immigration Emigration • Most populations are NOT completely isolated 59 Critical Thinking • Will gene flow tend to increase or decrease speciation??? 60 Critical Thinking • Will gene flow tend to increase or decrease speciation??? 61 Gene Flow 62 Hands On • How could we demonstrate gene flow with our beads??? 63 Hands On – Results • How could we demonstrate gene flow with our beads??? 64 Micro-evolution: population-scale changes in allele frequencies • • • • • Natural Selection Genetic Drift Gene Flow Selective Mating Mutation 65 Selective Breeding Image – male peacock with mating display 66 Critical Thinking • Animal behaviors are obvious examples • Can you think of others??? 67 Critical Thinking • Animal behaviors are obvious examples • Can you think of others??? Micro-evolution: population-scale changes in allele frequencies • • • • • Natural Selection Genetic Drift Gene Flow Selective Mating Mutation 69 Mutations • Random, rare, but regular events • The only source of completely new traits Diagram – mutations in DNA strand just for fun….. Cartoon - jackalope 70 Evolution = random events x “the gate” * ** ** ** ** ** * * * * * *** ** * * * * * * 71 Review: Micro-evolution: population-scale changes in allele frequencies • • • • • Natural Selection Genetic Drift Gene Flow Selective Mating Mutation 72 Sources of Genetic Variation • Natural selection acts on natural variation • Where does this variation come from??? Meiosis Mutation • Additional mechanisms help preserve variation (later) 73 Meiosis = key source of variation Diagram – meiosis I 74 Diagram – meiosis II 75 Random, Independent Assortment of Homologous Chromosomes n=2 Diagram – results of meiosis with n=2 76 Probability theory reveals that for random, independent events: • If each event has 2 possible outcomes In this case, one side of the plate or the other • The possible number of distribution combinations = 2n, where n = the number of events In this case, the distribution event is the distribution of chromosomes to the gametes n = the haploid number of chromosomes • If n is 2, then combinations are 22 = 4 77 Random, Independent Assortment of Homologous Chromosomes n=2 Diagram – results of meiosis with n=2 Four possible distributions 78 Probability theory reveals that for random, independent events: • If each event has 2 possible outcomes In this case, one side of the plate or the other • The possible number of distribution combinations = 2n, where n = the number of events In this case, distribution refers to the distribution of chromosomes to the gametes n = the haploid number of chromosomes • If n is 23, then combinations are 223 = 8.4 million! 79 Probability is Multiplicative: 8.4 million x 8.4 million > 70 trillion!!! That is the number of possible combinations of maternal and paternal chromosomes in the offspring of a randomly mating pair of humans 80 Recombination increases the potential variation to infinity Diagram – recombination 81 Critical Thinking • Can meiosis produce totally new traits??? 82 Critical Thinking • Can meiosis produce totally new traits??? 83 Natural Selection as a Mechanism of Evolutionary Adaptation • Natural selection acts on the variation produced by meiosis and mutation • Selection increases the “fitness” of a population in a given environment • Fitness = ??? 84 Natural Selection as a Mechanism of Evolutionary Adaptation • Natural selection acts on the variation produced by meiosis and mutation • Selection increases the “fitness” of a population in a given environment • Fitness = 85 Natural selection has limits • Individuals vary in fitness Natural selection promotes the most fit • Selection acts on the phenotype – the whole, complex organism Results from the combination of many different genes for any organism These genes are expressed in the whole, complex environment • Selection is always constrained by the whole, complex evolutionary history of the species 86 Critical Thinking • Can evolution respond to “needs”??? Beaver cartoon again 87 Critical Thinking • Can evolution respond to “needs”??? 88 Hands On • Calculate the allele distribution to the F1 with the dominant phenotype resulting in a 20% decline in the reproductive success rate (Page 3, with a twist) • The twist – start with a 50/50 distribution of dominant and recessive alleles in the gene pool 89 Hands On – Results 90 Hands On • Calculate the allele distribution to the F1 with the recessive phenotype resulting in 100% mortality (Page 3, with a twist) • The twist – start with a 50/50 distribution of dominant and recessive alleles in the gene pool 91 Hands On – Results 92 Hands On • In either case would either the T or t allele become extinct? • Why or why not? 93 Hands On – Results • In either case would either the T or t allele become extinct? • Why or why not? 94 Patterns of Change by Natural Selection • Directional Selection • Diversifying Selection (AKA disruptive) • Stabilizing Selection Diagram – patterns of natural selection 95 Remember, all populations exhibit a range of natural variation Diagram – patterns of natural selection 96 Directional Selection • Phenotypes at one extreme of the range are most successful Color Pattern Form Metabolic processes • The population shifts to favor the successful phenotype Diagram – directional selection 97 Diversifying Selection • Multiple, but not all, phenotypes are successful Patchy environments Sub-populations migrate to new habitats • The population begins to fragment and new species begin to diverge Diagram – diversifying selection 98 Stabilizing Selection • The intermediate phenotypes are most successful Homogenous environments Stable conditions • The range of variation within the population is reduced Diagram – stabilizing selection 99 Critical Thinking • Which selection mode will most quickly lead to the development of diversity??? 100 Critical Thinking • Which selection mode will most quickly lead to the development of diversity??? 101 Critical Thinking • Can you think of a real-life example of an adaptive phenotype??? 102 Critical Thinking • Can you think of a real-life example of an adaptive phenotype??? 103 Preservation of Natural Variation • Diploidy • Balanced Polymorphism • Neutral Variation Images – natural variation in flower color 104 Diploidy – 2 alleles for every gene • Recessive alleles retained in heterozygotes Not expressed Not eliminated, even if the recessive trait is aa may be eliminated, while Aa is preserved in the population • Recessive alleles function as latent variation that may prove helpful if environment changes 105 Balanced Polymorphism • Heterozygote advantage • Frequency dependent selection • Phenotypic variation 106 Balanced Polymorphism – heterozygote advantage a mutation in the gene that codes for hemoglobin causes a single amino acid substitution in the protein, RBC shape changes from round to sickle shape Sickle-cell Anemia Map – global distribution of sickle cell allele Images – normal and sickled red blood cells 107 Balanced Polymorphisms – Frequency Dependent Selection rare clone is less infected Graph – frequency dependent selection results 108 Balanced Polymorphisms – Phenotypic Variation multiple morphotypes are favored by heterogeneous (patchy) environment Images – balanced polymorphisms in asters and snakes 109 Neutral Variation • Genetic variation that has no apparent effect on fitness • Not affected by natural selection • May provide an important base for future selection, if environmental conditions change 110 Key Concepts: QUESTIONS??? • • • • • • • The Modern Synthesis Populations and the Gene Pool The Hardy-Weinberg Equilibrium Micro-evolution Sources of Genetic Variation Natural Selection Preservation of Genetic Variation 111