Course Content
Qualitative and quantitative characters (qualitative and quantitative characters in crops and their inheritance)
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Biometrical techniques in plant breeding (assessment of variability, aids to selection, choice of parents, crossing techniques, genotype-by- environment interactions)
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Selection in self-pollinated crops (progeny test, pureline theory, origin of variation, genetic advance, genetic gain)
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Hybridization techniques and its consequences (objectives, types, program, procedures, consequences)
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Genetic composition of cross-pollinated populations (Hardy-Weinberg law, equilibrium, mating systems)
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Breeding methods in self-pollinated crops (Mass, Pure line, Pedigree, Bulk, Backcross, etc)
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About Lesson

Proof of Hardy-Weinberg law

  • The Hardy-Weinberg law states that the gene and genotype frequencies in a Mendelian population remain constant generation after generation if there is no selection, mutation, migration or random drift.
  • The frequencies of the three genotypes for a locus with two alleles, say A and a, would be p2 A, 2pq Aa, and q2 aa ; where p represents the frequency of A and q represents the frequency of a allele in the population, and the sum of p and q is one, i.e., p+q=1.
  • Such a population would be at equilibrium since the genotypic frequencies would be stable, that is, would not change, from one generation to the next.
  • This equilibrium is known as Hardy-Weinberg equilibrium.
  • A population is said to be at equilibrium when frequencies of the three genotypes, AA, Aa and aa are p2, 2pq and q2, respectively.
  • Whether a population is at equilibrium or not can be easily determined using a chi-square test.
  • Hardy-Weinberg law can be easily explained with the help of an example.
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