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Explore Gregor Mendel's work in Mendelian genetics, including his laws of segregation and independent assortment, monohybrid and dihybrid crosses, dominant and recessive genes, levels of dominance, multiple alleles, and probability.
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Mendelian Genetics Biology 30
Gregor Mendel • Used pure-breeding (genetically identical) lines of garden peas • Lived 1822-1884 • Father of Modern Genetics • Examined crosses involving seven different characters
Mendel’s Laws • Segregation a) Members of a gene pair segregate into separate gametes b) One-half of the gametes has one member, the other half, the other • Independent assortment--during gamete formation, segregation in a gene pair is independent of other gene pairs
Monohybrid Crosses • Cross between pure lines differing in a single character of interest What Mendel Observed • The F1 were all Yellow • However, Green Segregated out in F2 • Strong evidence for discrete units of heredity , as "green" unit obviously present in F1, appears in F2 • 3:1 ratio of Yellow : Green in F2
Mendel also found that Parental, F1, and F2 Yellow peas behaved quite differently • When examined each F2 yellow family separately, Mendel found • 2/3 of the F2 yellows give 1/2 yellow, 1/2 green • 1/3 of F2 yellows gave all yellow progeny
Mendel' s Explanation • Genetic information exists as discrete units occurring in pairs • YY is the genotype of the pure Yellow line • yy the genotype of pure Green line • Y dominant to y (y is recessive to Y) • YY, Yy (denoted by Y-) = Yellow • yy = green
Baby Steps • BABY STEPS:1. determine the genotypes of the parent organisms2. write down your "cross" (mating)3. draw a p-square4. "split" the letters of the genotype for each parent & put them "outside" the p-square5. determine the possible genotypes of the offspring by filling in the p-square6. summarize results (genotypes & phenotypes of offspring)
Dominant and Recessive Genes - Examples • Complete Dominance – the dominant allele masks or covers the recessive allele • Homozygous Green pod x Yellow pod • Homozygous Green pod x Heterozygous Green pod • Heterozygous Purple Flowers x White Flowers • Heterozygous Tall Plant x Dwarf Plant • Homozygous Inflated pod x Wrinkled Pod • Cross between two pods from above (F2=F1xF1)
Test Cross • Preformed to determine whether a dominant phenotype is homozygous dominant (pure bred) or heterozygous (hybrid) • The cross is always done between a individual with a dominant phenotype and an individual that is homozygous recessive • Results if the individual in question is homozygous dominant • All offspring will be dominant phenotype • Results if the individual in question is heterozygous • Offspring will be half dominant and half recessive phenotype A? x aa
Dihybrid Crosses • Crossing pure-breeding lines differing in two characters Examples: • Wrinkled Homozygous Yellow Seed x Homozygous Round Green Seed • Heterozygous Tall Plant with Homozygous Axial Flowers x Dwarf Plant with terminal Flowers • Pure Breed Round Green Seed x Pure Breed Wrinkled Yellow Seed (F1 and F2) – Know this ratio
9:3:3:1 Ratio • When crossing two opposing pure breed plants the F1 generation is always heterozygous and the F2 is always 9:3:3:1.
Levels of Dominance • When two alleles are equally dominant, they interact to produce new phenotypes • Incomplete Dominance – blending of the two traits • Co-Dominance– both traits will be shown in the offspring
Examples of Levels of Dominance • Example of Incomplete Dominance • Four-o’clock plants P1 CRCR (red flowers) x CWCW (white flowers) F1 CRCW (all pink flowers) • Example of Codominance • Cattle P1 HRHR (red cow) x HWHW (white bull) F1 HRHW (roan calves)
Multiple Alleles • When more than two different alleles control a trait • The ABO blood group is a nice example, three alleles • IA, IB are codominant, IA and IB have dominance over i
Lethal Alleles • Manx gene in cats • Mm: tail-less • mm: normal • MM: dead
Multiple Gene Interaction • Coat color in Labrador retrievers • BB, Bb = Black • bb = Brown (Chocolate) • Both color genes require E- genotype for pigment deposition.
Using Probability • Rule of independent Events • Chance has no memory, each event or occurrence must be regarded as an individual event • The Product Rule • The probability of independent events occurring simultaneously is equal to the product of these event occurring independently