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Gene
unit of hereditary information
Allele
variant of a gene
Character
observable, heritable feature
Trait (character state)
detectable variant of a character
Genotype
genetic makeup; what alleles are present
Phenotype
observable physical trait
Blending inheritance hypothesis
gametes contain sampling of fluids from parents; fuse, fluids blend, offspring will have intermediate phenotype
True-breeding
always express same phenotype after self-fertilization, no exceptions
3:1 phenotype ratio
consistent ratio observed in F2 generation
Particulate inheritance
characters determined by 'heritable factors' (now called genes)
Diploidy
diploid individuals inherit 2 copies of each gene - 1 from each parent
Dominance
dominant allele determines phenotype if present; recessive allele only affects phenotype unless no dominant allele is present
Law of Segregation
2 alleles for a character segregate (separate) during gamete formation.
Example of Law of Segregation
Seed color: Y and y, yellow and green.
Homozygous
Having two of the same allele at a locus.
Heterozygous
Having two different alleles at a locus.
Law of Independent Assortment
Genes on different chromosomes assort independently during meiosis.
Mechanism of Independent Assortment
Due to random orientation of tetrads during metaphase I.
Variation in Sexual Reproduction
Independent assortments + crossing over = lots of variation.
Genetic Cross
Method for predicting genotype of offspring.
Purpose of Genetic Cross
Tracking alleles to make and test predictions.
Monohybrid Cross
Cross between heterozygotes for one character.
True Breeding
1 homozygous dominant, 1 homozygous recessive.
Example of Monohybrid Cross
P: YY x yy.
Punnett Square
Tool to determine possible offspring and frequencies in a genetic cross.
F1 Monohybrid Cross Example
Yy x Yy.
Genotype Ratio in F1 Monohybrid Cross
1:2:1.
Phenotype Ratio in F1 Monohybrid Cross
3:1.
Probability in Genetics
Laws of segregation and independent assortment reflect basic rules of probability.
Multiplication Rule
Predicts combined probabilities of independent events.
Addition Rule
Predicts combined probabilities of mutually exclusive events.