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Exam 2-5
Genetics
| Term | Definition |
|---|---|
| Mitochondrial DNA | main function= oxidative phosphorylation, generate ATP energy, 17,000 base pairs, mtDNA |
| Chloroplast DNA | main function= photosynthesis, cpDN, 10x larger than mitochondrial DNA |
| Maternal Inheritance | offspring only depend on mother, not on father |
| maternal inheritance example | in flowers leaves, chloroplasts inherited through cytoplasm of egg cell |
| human mitochondrial disease | from mother to offspring via cytoplasm of the egg |
| heteroplasmy | important in mitochondrial disease, cells contain mixed population, some carry disease and some do not |
| endosymbiosis theory | evolutionary origin of mitochondria and chloroplasts, when bacteria took up residence within a primordial eukaryotic cell, provided eukaryotic cells with useful characteristics |
| Mendel's law of independent assortment | violated by transmission of genes close to each other on the same chromosome |
| humans have ____ genes | 23,000- 25,000 |
| synteny | two or more genes located on the same chromosome and are physically linked |
| genetic linkage | phenomenon that genes close together on chromosome tend to be transmitted as a unit, influences inheritance pattern |
| linkage groups | chromosomes, groups of genes that are linked together |
| Bateson + Punnett discovery | flower color and pollen shape, not independent, coupled together, not easily assorted, do not always move together |
| crossing over | linkage altered during meiosis due to this, prevents 100% linkage, |
| bivalents | replicated sister chromatid homologous chromosomes |
| recombinant genotypes | from crossing over, recombination of parental genotypes to create new genotypes in offspring |
| nonparental/recombinant cells | haploid cells that contain a combination of alleles not found in the original chromosomes |
| recombinant offspring | produced by the exchange of DNA between two homologous chromosomes |
| 1st evidence of linkage | Thomas Hunt Morgan |
| two-factor cross | linkage between two genes |
| three-factor cross | linkage between three genes |
| Morgan's Key explanations | all three genes are located on the X-chromosome, all three genes tend to be transmitted together as a unit |
| Morgan's hypotheses | 1. alleles tend to be inherited together 2. X-chromosomes can exchange pieces of the chromosomes 3. likelihood of crossing over depends on the distance between the two genes |
| crossover events occur more | when two genes are farther apart from each other |
| genetic mapping/gene mapping/chromosome mapping | to determine the linear order of linked genes along the same chromosome, allow us to know relative distance between linked genes |
| locus | a genes has its own unique location |
| uses of genetic mapping pt1,1 | 1. allow us to understand complexity + organization of genes 2. cloning of genes 3. improve understanding of evolutionary relationships between species |
| uses of genetic mapping pt.2 | 4. used to diagnose + treat inherited human disease 5. help predict liklihood of couples producing children with certain inherited genes 6. provide helpful information for improving agriculturally important strains through selective breeding |
| Map distance= | ((number of recombinant offspring) / (total number of offspring))*100 |
| map units (mu)/ centiMorgans (cM) | unit of distance on genetic maps |
| one mu = | 1% recombination frequency (RF) |
| double crossover | tells us which gene is in the middle, separates middle gene from genes on either side |
| Interference (I) | P(double cross)= P(single cross b+pr) * P(single cross pr+vg) or I=1-C |
| positive interference | phenomenon that causes unexpected results in crosses |
| C | coefficient of coincidence, =observed number of double cross / expected number of double cross |
| mitotic recombination | pair of recombinant chromosomes that have a new combination of alleles are produced during crossover during mitosis, rare |
| nonrecombinant | offspring that shows one of the parental genotypes |
| product rule | allows us to predict the likelihood of a double crossover form the individual probabilities of each single crossover |