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  1. Allele frequency (video) | Natural selection | Khan Academy

    Allele frequency describes how often an allele (a variant of a gene) appears in a population. In this video, eye color is used as an example, with brown (B) eyes being dominant and blue (b) eyes …

  2. Allele frequency & the gene pool (article) | Khan Academy

    Microevolution, or evolution on a small scale, is defined as a change in the frequency of gene variants, alleles, in a population over generations. The field of biology that studies allele …

  3. Applying the Hardy-Weinberg equation (video) | Khan Academy

    The Hardy-Weinberg equation can help to estimate allele frequencies in a population. Dominant (p) and recessive (q) allele frequencies and genotype frequencies can be calculated using the …

  4. Genetic drift (article) | Natural selection | Khan Academy

    In this article, we’ll examine genetic drift, an evolutionary mechanism that produces random (rather than selection-driven) changes in allele frequencies in a population over time.

  5. Mechanisms of evolution (article) | Khan Academy

    Genetic drift involves changes in allele frequency due to chance events – literally, "sampling error" in selecting alleles for the next generation. Drift can occur in any population of non-infinite size, …

  6. Hardy-Weinberg equation for equilibrium (video) | Khan Academy

    The Hardy-Weinberg equilibrium is a principle that helps to predict allele frequencies in a population. It assumes no selection, no mutation, no geneflow, random mating, and large …

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  8. Alleles definition & allele vs gene comparison (video) | Khan …

    Genes and alleles are key players in heredity. Genes are sections of DNA that code for specific proteins or functional RNA. Alleles, on the other hand, are different versions of the same gene. …

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  10. Discussions of conditions for Hardy-Weinberg - Khan Academy

    The Hardy-Weinberg equation assumes stable allele frequencies in a population. Key conditions include no mutation, random mating, no gene flow, infinite population size, and no selection. …