Explain a phenotype ratio with a biochemical interaction
Dominance describes how alleles at one locus relate to a defined phenotype; it does not mean that an allele is common, stronger in every sense or always beneficial. With incomplete dominance, the heterozygote can have an intermediate score; with codominance, distinguishable contributions of both alleles can be observed. Different measurement levels can reveal different dominance relationships.
Learning outcome: Compare A-function probabilities 0.5 and 0.75 at B probability 0.75. Then change B alone. Check that categories remain exhaustive and identify an intermediate readout that would discriminate the pathway from an unrelated scoring artifact.
Starting recap
Connect chromosome mechanisms to conditional probabilities, map intervals and phenotype models. State ascertainment, viability, scoring and environment assumptions before interpreting genetic evidence.
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With functional probabilities 0.75 for both loci, final, intermediate and absent categories are 0.5625, 0.1875 and 0.25, summing to one. If A function probability becomes 0.5 while B remains 0.75, they become 0.375, 0.125 and 0.5.
Open the experimentPredict
Can the downstream genotype change the pigment category when the required upstream intermediate is absent?
Experiment
Compare A-function probabilities 0.5 and 0.75 at B probability 0.75. Then change B alone. Check that categories remain exhaustive and identify an intermediate readout that would discriminate the pathway from an unrelated scoring artifact.
Connect epistasis to a defined biochemical scoring rule
Worked teaching model · synthetic values · Independent loci in a fictional pigment pathway: A function makes intermediate; B function converts it to final pigment. A_ B_ final, A_ bb intermediate, aa __ none. Supplied probabilities are phenotype-functional probabilities, not allele frequencies; no linkage or viability difference.
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An upstream loss masks the downstream genotype under this defined scoring rule.
For independent AaBb×AaBb with complete functional dominance at each locus, probabilities 3/4 and 3/4 yield 9:3:4. Epistasis describes interactions between loci, unlike dominance between alleles at one locus.
| Quantity | Value | Unit |
|---|---|---|
| Final pigment fraction | 0.5625000 | probability |
| Intermediate-only fraction | 0.1875000 | probability |
| No-intermediate fraction | 0.2500000 | probability |
| Exhaustive category sum | 1 | probability |
Retain prior predictions, settings and quantities in the notebook. These are original supplied/calculated comparisons, not physical specimen observations or laboratory participation.
An upstream loss masks the downstream genotype under this defined scoring rule.
For independent AaBb×AaBb with complete functional dominance at each locus, probabilities 3/4 and 3/4 yield 9:3:4. Epistasis describes interactions between loci, unlike dominance between alleles at one locus.
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For independent functional probabilities A=0.5 and B=0.5 in this pathway, find all three phenotype fractions.
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