laws of inheritance |
study of alleles (hereditable factors) |
deductions |
genes come in pairs & are inherited as distinct units (1 from each parent) |
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the segregation of parental genes & their appearance in the offspring tracked as dominant or recessive traits |
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there are mathematical patterns of inheritance from one generation to the next |
peas? |
grown in small area |
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lots of offspring |
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produce pure plants when allowed to self-pollinate over several generations |
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can be artificially cross-pollinated |
self-pollination |
Mendel produced pure strains by self-pollinating for several generations |
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male anther + female stigma, germination occurs |
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example: if p = tall x short, f1 = all tall, f2 = 3/4 tall & 1/4 short |
particulate inheritance |
physical traits are inherited as 'particles' - now known as chromosomes & DNA |
example crossing pure plants: |
p = TT x tt |
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f1 = all hydrids: Tt |
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f2 = hybrid x hydrid: TT, Tt. Tt, tt |
1st law: principle of dominance |
an organism with alternate forms of an allele will express dominant form |
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alleles can be dominant or recessive - one dominant allele will display its phenotype |
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cross pure parents for contrasting traits results in only one form of the trait in the next generation |
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all offspring heterozygous & express only dominant trait |
2nd law: principle of segregation |
each inherited trait is defined by a pair of alleles - parental alleles segregate during meiosis. |
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during formation of gametes, the two alleles responsible for a trait separate - meiosis |
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alleles for trait are recombined at fertilisation, producing offspring's genotype |
3rd law: principle of independent assortment |
alleles for different traits are not dependent on one another for their expression |
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allele pairs separate independently during formation of gametes (meiosis) |