Phenotypic and Genotypic Categories Produced by Genotype aaBbccDDEeff

1. Phenotypic Categories:




• Phenotype 1: aaBbccDDEeff


• Phenotype 2: AabbCcDDEeff


• Phenotype 3: AaBbccDDEeff


• Phenotype 4: AaBbCcDDEeff


• Phenotype 5: AaBbccDdEeff


• Phenotype 6: AaBbccDDEeFf


• Phenotype 7: AaBbCcDdEeff


• Phenotype 8: AaBbCcDDEeFf





2. Genotypic Categories:




• Genotype 1: aaBbccDDEeff


• Genotype 2: AAbbCcDDEeff


• Genotype 3: AabbCcDDEeff


• Genotype 4: AaBbccDDEeff


• Genotype 5: AaBbCcDDEeff


• Genotype 6: AaBbccDdEeff


• Genotype 7: AaBbccDDEeFf


• Genotype 8: AaBbCcDdEeff


• Genotype 9: AaBbCcDDEeFf

Explanation:

The given genotype is aaBbccDDEeff, which means that there are 2 alleles for each of the 6 genes. By using the multiplication rule of probability, we can calculate the number of possible phenotypic and genotypic categories as follows:

Phenotypic Categories:

Phenotypic categories are determined by the physical expression of the genotype. In this case, there are 8 different phenotypic categories that can be produced by the given genotype. This is calculated by determining the possible combinations of alleles that can produce different physical traits. For example, the genotype AaBbccDDEeff can produce a different physical trait than the genotype aaBbccDDEeff.

Genotypic Categories:

Genotypic categories are determined by the combination of alleles present in the genotype. In this case, there are 9 different genotypic categories that can be produced by the given genotype. This is calculated by determining all the possible combinations of alleles that can be present in the genotype. For example, the genotype AaBbccDDEeff can have a different combination of alleles than the genotype AaBbCcDDEeff.

N = no of heterozygous condition.
No of genotype = 3^ =3×3=9.
No of phenotype =2^ =2×2=4.
^ = Represent power "n"