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20 Cards in this Set
- Front
- Back
heterozygous vs homozygous
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1. heterozygous: inherited different alleles at one or more loci, different alleles between homologous chromosomes
-e.g. diploid Aa, tetraploid AAaa or Aaaa or AAAa 2. homozygous: inherited identical alleles at one or more loci, identical alleles in homologous chromosomes -e.g. diploid AA, tetraploid AAAA or aaaa |
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heterogenous vs homogenous
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1. heterogenous: population of individuals with different genotypes
-e.g. population of AA/Aa/aa 2. homogenous: population of individuals with the same genotype -e.g. population of AA/AA/AA or population of Aa/Aa/Aa |
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seed shape of pea example of phenotype expression
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-W = round, w = wrinked -WW and Ww produce SBE1: converts unbranched starch molecules into branched starch molecules and causes peas to be round -ww has abnormal alleles that don't function properly -SBE1 not synthesized: reduced starch conversion (starch remains unbranched), peas wrinkle as the seed lose water when maturing, seed coat collapsing |
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Gregor Mendel |
-1866 published work on inheritance of "elements or units" in pea plants -examined clear-cut alternative traits: flower color, seed coat color, plant height -figured out why traits can disappear and reappear in different generations |
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why pea plants were a good choice for Mendel |
-self-fertilizing -"true-breeding" for the traits he studied: AA x AA, no genetic segregation, identical to parent, after many generations eventually become homozygous -many seeds per pod: large populations = big sample size = more accurate statistics -traits were qualitative: controlled by a single gene, no environmental effects -flower color, seed coat color, plant height |
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Mendel's genetic principals |
1. theory of particulate inheritance 2. dominance/recessiveness 3. law of segregation 4. law of independent assortment |
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theory of particulate inheritance
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-hypothesized that observable traits were determined by discrete units of inheritance and different units make up a trait -each plant carries two "particles of heredity" for each trait -heredity particles, elements, units = all mean alleles |
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dominance/recessiveness |
-when 2 different but homozygous individuals are crossed --> heterozygous F1 progeny uniform and genetically identical -F1 expressed trait: dominant allele -trait not expressed: recessive allele |
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law of segregation |
-during gamete formation paired alleles of a gene segregate randomly so that each gamete receives one allele or another with equal probability -anaphase I * -if individual contains a pair of identical alleles: all gamete receive same allele -if an individual contains a pair of unlike alleles: each gamete has 50% chance of receiving one allele vs the other |
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F1 selfing |
-(Dd x Dd) -progeny: DD, Dd, dD, dd -genotypic ratio 1:2:1 -phenotypic ratio 3:1 ( 3 D_ : 1 dd) |
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where we see segregation in population |
F2 |
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test-cross |
-cross an individual with a dominant phenotype (A_) but unknown genotype with an individual with a recessive phenotype/genotype (aa) to determine genotype of the first individual |
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multiplication rule
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-probability of 2+ indepenent events occurring simultaneously = product of individual probabilities -events are mutually exclusive if the outcome of one event doesn't affect the outcome of other events -e.g. tossing a penny and a nickel, what is the probability you will get heads for both? (1/2) x (1/2) = (1/4) |
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sum rule |
-probability of independent events being accomplished in 1+ ways -one event OR another can happen to prove question true -e.g. tossing a penny and a nickel, what is the probability you will get one head and one tail? -two ways: head/tail or tail/head -each has a 1/4 chance of happening so (1/4) + (1/4) = (1/2) |
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1. what is the probability of getting a 5 with a single die? 2. what is the probability of getting a 5 on each of two dice thrown simultaneously? 3. what is the probability of getting either a 3 or a 4? |
1. (1/6) 2. (1/6) x (1/6) = (1/36) 3. (1/6) + (1/6) = (1/3) |
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In humans, disease occurs in homozygous recessive individuals for the allele a. If two normal parents have a daughter and a normal son, what is the probability the son is a carrier of the recessive allele? * |
(2/3) |
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binomial distribution |
-mutually exclusive events: both events can't occur together -mutual independence: occurrence of the first event -"binomial distribution": only two outcomes are possible (2 alleles for a trait) |
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binomial distribution |
-mutually exclusive events: both events can't occur together -mutual independence: occurrence of the first event -"binomial distribution": only two outcomes are possible (2 alleles for a trait) |
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binomial distribution math |
-n = # of progeny 1. Assign initial probabilities to each outcome 2. Locate correct equation in the binomial based on n 3. Pick the correct term by the distribution of n 4. Plug in outcomes from step #1 |
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binomial distribution math example: probability that a couple will have two children with albinism and two with normal pigmentation |
1. Assign initial probabilities to each outcome: p = 3/4, q = 1/4 2. Locate correct equation in the binomial based on n: n = 4 so p4 + 4p3q + 6p2q2 + 4pq3 + q4 3. Pick the correct term by the distribution of n: 6p2q2 (2 and 2 are the exponents) 4. Plug in outcomes from step #1: 6 * (3/4)2 * (1/4)2 = 27/128 -27/128 probability the couple will have two with albinism and 2 with normal pigmentation -aka 27 out of 128 families with 4 children will have two albino and two normal |