Pigment in the mouse is produced only when the \(C\) allele is present. Individuals of the \(c c\) genotype have no color. If color is present, it may be determined by the \(A\) and \(a\) alleles. AA or Aa results in agouti color, whereas aa results in black coats. (a) What \(F_{1}\) and \(F_{2}\) genotypic and phenotypic ratios are obtained from a cross between \(A A C C\) and aace mice? (b) In the three crosses shown here between agouti females whose genotypes were unknown and males of the aacc genotype, what are the genotypes of the female parents for each of the following phenotypic ratios? (1) 8 agouti (2) 9 agouti (3) 4 agouti 8 colorless 10 black \(\quad 5\) black 10 colorless

Short Answer

Expert verified
Question: Determine the F1 and F2 genotypic and phenotypic ratios when crossing an AACC and an aace mouse, and determine the genotypes of the female parents when crossed with aacc genotype males according to varying phenotypic ratios. Solution: (a) F1 offspring genotype: AaCc F1 offspring phenotype: 100% agouti F2 genotypic ratio: 1 AACC : 2 AaCC : 1 aaCC : 2 AACc : 4 AaCc : 2 aaCc : 1 ACcc : 2 Aacc : 1 aacc F2 phenotypic ratio: 9 agouti : 3 black : 4 colorless (b) Female parent genotypes according to varying phenotypic ratios: (1) 8 agouti – Female genotype: AAC- (2) 9 agouti – Female genotype: AAC- (3) 4 agouti, 8 colorless, 10 black, 5 black, 10 colorless – Female genotype: AaCc

Step by step solution

01

Determine the F1 offspring genotype

To determine the F1 genotypes, we will do a cross between AACC and aace genotypes. -For the color gene, the cross is between CC and cc, resulting in all offspring being Cc. -For the color type gene, the cross is between AA and aa, resulting in all offspring being Aa. So, the F1 offspring will have the genotype AaCc.
02

Determine the F1 offspring phenotype

As previously stated, a color is produced only if at least one allele C is present. In our case, F1 offspring are AaCc. Therefore, since the genotype Aa results in agouti color, all F1 offspring will have an agouti phenotype. The F1 phenotypic ratio is 100% agouti.
03

Determine the F2 offspring genotype

To determine the F2 genotypes, we will cross two F1 individuals, both with the genotype AaCc. Both A/a and C/c will have a 1:1 ratio in the gametes. So we can organize this cross in a two-factor Punnett square to find the F2 genotypes, which are: - 1 AACC - 2 AaCC - 1 aaCC - 2 AACc - 4 AaCc - 2 aaCc - 1 ACcc - 2 Aacc - 1 aacc >Total: 16 individuals
04

Determine the F2 offspring phenotype

Now, based on the genotypes obtained, let's determine the F2 offspring phenotype: - 1 AACC, 2 AaCC, 2 AACc, and 4 AaCc: All C allele present, these individuals have an agouti phenotype. Total: 9 Agouti - 1 aaCC, 2 aaCc: All C allele present, these individuals have a black phenotype. Total: 3 Black - 1 ACcc, 2 Aacc, 1 aacc: No C allele present, these individuals have no color. Total: 4 Colorless Therefore, the F2 phenotypic ratio is 9 agouti : 3 black : 4 colorless. (b)
05

Analyze each phenotypic ratio

We have to determine the genotypes of the female parents, so we'll check the given three phenotypic ratios, one by one: (1) 8 agouti (2) 9 agouti (3) 4 agouti 8 colorless 10 black 5 black 10 colorless
06

Determine the genotypes of female parents

(1) 8 agouti: Since all offspring are agouti, the female parent should have an agouti phenotype and hence have the genotypes AA or Aa. Also, since no colorless and black mice are produced, the female must have at least a CC genotype. The female genotype likely is AAC-. (2) 9 agouti: A similar situation to the previous case, as no black or colorless offspring are produced, the female parent should have an agouti phenotype with at least a CC genotype. The female genotype likely is AAC-. (3) 4 agouti, 8 colorless, 10 black, 5 black, 10 colorless: This phenotypic ratio suggests that the female parent produces colorless, black, and agouti offspring. Therefore, a comprehensive genotype for the female parent in this case is A-Cc or Aacc. Since the female parent must be agouti, only AaCc remains valid. The female genotype is AaCc.

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Most popular questions from this chapter

The specification of the anterior-posterior axis in Drosophila embryos is initially controlled by various gene products that are synthesized and stored in the mature egg following oogenesis. Mutations in these genes result in abnormalitics of the axis during embryogenesis, illustrating maternal effect. How do such mutations vary from those involved in organelle heredity that illustrate extranuclear inheritance? Devise a set of parallel crosses and expected outcomes involving mutant genes that contrast maternal effect and organelle heredity.

In Drosophila, an \(\mathrm{X}\) -linked recessive mutation, scalloped (sd), causes irregular wing margins. Diagram the \(F_{1}\) and \(F_{2}\) results if (a) a scalloped female is crossed with a normal male; (b) a scalloped male is crossed with a normal female. Compare these results to those that would be obtained if the scalloped gene were autosomal.

Three gene pairs located on separate autosomes determine flower color and shape as well as plant height. The first pair exhibits incomplete dominance, where color can be red, pink (the heterozygote), or white. The second pair leads to the dominant personate or recessive peloric flower shape, while the third gene pair produces either the dominant tall trait or the recessive dwarf trait. Homozygous plants that are red, personate, and tall are crossed with those that are white, peloric, and dwarf. Determine the \(F_{1}\) genotype(s) and phenotype(s). If the \(F_{1}\) plants are inter. bred, what proportion of the offspring will exhibit the same phenotype as the \(\mathrm{P}_{1}\) plants?

Labrador retrievers may be black, brown, or golden in color (see the chapter opening photograph on \(\mathrm{p} .53\) ). Although each color may breed true, many different outcomes occur if numerous litters are examined from a variety of matings, where the parents are not necessarily true-breeding. The following results show some of the possibilities. Propose a mode of inheritance that is consistent with these data, and indicate the corresponding genotypes of the parents in each mating. Indicate as well the genotypes of dogs that breed true for each color. (a) black \(\times\) brown \(\longrightarrow\) all black (b) black \(\times\) brown \(\longrightarrow \quad 1 / 2\) black \(1 / 2\) brown (c) black \(\times\) brown \(\longrightarrow \quad 3 / 4\) black \(1 / 4\) golden (d) black \(\quad \times\) golden \(\longrightarrow \quad\) all black (e) black \(\times\) golden \(\longrightarrow \quad 4 / 8\) golden 318 black \(1 / 8\) brown (f) black \(\times\) golden \(\longrightarrow \quad 2 / 4\) golden \(1 / 4\) black \(1 / 4\) brown (8) brown \(\times\) brown \(\longrightarrow \quad 3 / 4\) brown \(1 / 4\) golden (h) black \(\times\) black \(\longrightarrow 9 / 16\) black \(4 / 16\) golden \(3 / 16\) brown

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