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In a series of crosses between two true-breeding strains of peaches, the \(F_{1}\) generation was uniform, producing 30 -g peaches. The \(\mathrm{F}_{2}\) fruit mass ranges from 38 to \(22 \mathrm{g}\) at intervals of \(2 \mathrm{g}\) (a) Using these data, determine the number of polygenic loci involved in the inheritance of peach mass. (b) Using gene symbols of your choice, give the genotypes of the parents and the \(\mathrm{F}_{1}\).

Short Answer

Expert verified
Answer: There are 2 polygenic loci involved in the inheritance of peach mass. The parent genotypes are AABB (with alleles contributing to the larger phenotype) and aabb (with alleles contributing to the smaller phenotype). In the F1 generation, all individuals have the genotype AaBb.

Step by step solution

01

Identify the phenotypic range of F2 generation

In the exercise, we are given that the F2 fruit mass ranges from 38 g to 22 g at intervals of 2 g. We would use this information to identify the number of distinct phenotypes within the range.
02

Calculate the number of polygenic loci

To determine the number of polygenic loci involved in the inheritance of peach mass, count the number of distinct phenotypes within the F2 range (subtract the lowest mass from the highest mass, divide by the interval, and add one). Then take the square root of this number and compare it to the standard 1:2:1 ratio for a single polygenic locus. Based on the calculated ratio, we can then identify the number of polygenic loci involved in the inheritance of peach mass.
03

Calculate the genotypes of the parents and F1 generation

After identifying the number of polygenic loci involved in the inheritance of peach mass, we can determine the genotypes of the parents and F1 generation by giving gene symbols of our choice.
04

Identify the phenotypic range of F2 generation

The F2 fruit mass ranges from 38 g to 22 g at intervals of 2 g. Subtract the lowest mass from the highest mass and divide by the interval: (38-22)/2 = 16/2 = 8. Add one to the result, and we have a total of 9 distinct phenotypes in the F2 generation.
05

Calculate the number of polygenic loci

Now, we need to compare the number of distinct phenotypes in the F2 generation to the standard 1:2:1 ratio for a single polygenic locus. The ratio 1:2:1 has three distinct phenotypes: 3^n, where n is the number of polygenic loci. We take the square root of the number of distinct phenotypes (9) to calculate the number of loci: n = \(\sqrt{9} = 3\). Therefore, there are 2 polygenic loci involved in the inheritance of peach mass.
06

Calculate the genotypes of the parents and F1 generation

We choose two gene symbols, A and B, to represent the two polygenic loci involved in the inheritance of peach mass. Since both parent strains are true-breeding, one parent strain would be AABB (with alleles contributing to the larger phenotype) and the other parent strain would be aabb (with alleles contributing to the smaller phenotype). In the F1 generation, all individuals are heterozygotes and will have the genotype AaBb.

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Most popular questions from this chapter

Two different crosses were set up between carrots (Daucus carota \()\) of different colors and carotenoid content (Santos, Carlos A. F. and Simon, Philipp W. 2002. Horticultura Brasileira 20). Analyses of the \(\mathrm{F}_{2}\) generations showed that four loci are associated with the \(\alpha\) carotene content of carrots, with a broad-sense heritability of \(90 \% .\) How many distinct phenotypic categories and genotypes would be seen in each \(\mathrm{F}_{2}\) generation, and what does a broad-sense heritability of \(90 \%\) mean for carrot horticulture?

A 3 -inch plant was crossed with a 15 -inch plant, and all \(\mathrm{F}_{1}\) plants were 9 inches. The \(F_{2}\) plants exhibited a "normal distribution," with heights of \(3,4,5,6,7,8,9,10,11,12,13,14,\) and 15 inches. (a) What ratio will constitute the "normal distribution" in the \(\mathrm{F}_{2}\) ? (b) What will be the outcome if the \(\mathrm{F}_{1}\) plants are testcrossed with plants that are homozygous for all nonadditive alleles?

Type A1B brachydactyly (short middle phalanges) is a genetically determined trait that maps to the short arm of chromosome 5 in humans. If you classify individuals as either having or not having brachydactyly, the trait appears to follow a single-locus, incompletely dominant pattern of inheritance. However, if one examines the fingers and toes of affected individuals, one sees a range of expression from extremely short to only slightly short. What might cause such variation in the expression of brachydactyly?

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Osteochondrosis (OC) is a developmental orthopedic disorder in young, growing horses, where irregular bone formation in the joints leads to necrotic areas, resulting in chronic or recurrent lameness. Incidence of OC varies considerably among breeds, and displays a multifactorial mode of inheritance. The incidence of \(\mathrm{OC}\) is rising in the population of race horses. Discuss the reasons why the incidence of OC might be rising, and describe what can be done to detect OC susceptibility in horses with the help of QTL analysis.

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