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Hemophilia is an X-linked recessive mutation In humans that causes delayed blood clotting. What kinds of \(\mathrm{F}_{1}\) and \(\mathrm{F}_{2}\) offspring would be expected from matings between (a) a hemophilic female and a normal male, and (b) a hemophilic male and a normal female? Compare these results to those that would be obtained if the hemophilic gene was autosomal.

Short Answer

Expert verified
How do these probabilities compare with autosomal inheritance? Answer: In scenario (a), all F1 offspring will either be carriers (females) or affected (males). For the F2 generation, there is a 50% chance of being affected by hemophilia or being carriers. In scenario (b), all female offspring will be carriers, and all male offspring will be normal in the F1 generation. For the F2 generation in scenario (b), 50% of the offspring will be carriers or affected by hemophilia, with equal probability for both sexes. If the hemophilic gene was autosomal, both sexes would have equal chances of inheriting the hemophilic gene, and the inheritance pattern would be the same for males and females.

Step by step solution

01

Scenario (a) - Hemophilic female and normal male

We represent the normal X chromosome with a capital X, and the X chromosome carrying the hemophilic gene with a lowercase x. So, the hemophilic female has the genotype xx, while the normal male has the genotype XY. The possible combinations of their gametes are: 1. x from female and X from male (xX) 2. x from female and Y from male (xY) Let's write down the genotypes and phenotypes of the F1 offspring: 1. xX - Carrier (female) 2. xY - Hemophilic (male) In this case, all F1 offspring will either be carriers (females) or affected (males). Now we can analyze the F2 generation. The only possible mating option is between the carrier female (xX) and hemophilic male (xY). Thus, 1. x from female and x from male (xx) 2. X from female and x from male (xX) 3. x from female and Y from male (xY) 4. X from female and Y from male (XY) The F2 offspring genotypes and phenotypes will be as follows: 1. xx - Hemophilic (female) 2. xX - Carrier (female) 3. xY - Hemophilic (male) 4. XY - Normal (male) The F2 generation will have a 50% chance of being affected by hemophilia or being carriers.
02

Scenario (b) - Hemophilic male and normal female

In this scenario, the hemophilic male has the genotype xY, while the normal female has the genotype XX. The possible combinations of their gametes are: 1. x from male and X from female (xX) 2. Y from male and X from female (XY) Thus, the genotypes and phenotypes of the F1 offspring are: 1. xX - Carrier (female) 2. XY - Normal (male) In this scenario, all female offspring will be carriers, and all male offspring will be normal. For the F2 generation, let's consider mating between the carrier female (xX) and normal male (XY). Their gamete combinations are: 1. x from female and X from male (xX) 2. X from female and X from male (XX) 3. x from female and Y from male (xY) 4. X from female and Y from male (XY) The F2 genotypes and phenotypes are as follows: 1. xX - Carrier (female) 2. XX - Normal (female) 3. xY - Hemophilic (male) 4. XY - Normal (male) In this case, 50% of the F2 offspring will be carriers or affected by hemophilia, with equal probability for both sexes.
03

Comparison with autosomal inheritance

If the hemophilic gene was autosomal, both sexes would have equal chances of inheriting the hemophilic gene, and there would be no distinction between the inheritance pattern in males and females. The F1 and F2 offspring would have the same probabilities for being hemophilic, carriers or normal, regardless of their sex.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

X-linked Recessive Inheritance
Understanding X-linked recessive inheritance is crucial when studying conditions such as hemophilia. This pattern of inheritance involves genes located on the X chromosome. Since females have two X chromosomes (XX) and males have one X and one Y chromosome (XY), the way the gene is passed down differs greatly between the two sexes.

In the case of hemophilia, a male inheriting the mutated gene on the X chromosome will be affected because he lacks another X chromosome that could carry a normal copy of the gene. This makes the disorder more common in males. On the other hand, females must inherit two copies of the mutated gene (one from each parent) to express the condition. A female with one normal and one mutated X chromosome will be a carrier without showing symptoms.

This pattern is extremely predictable once we know the parents' genotypes. It dictates that all sons of a hemophilic mother will have hemophilia, while all daughters will be carriers, provided the father is unaffected. These rules help us understand scenarios like the ones presented in the exercise, making this concept fundamental for genetic counseling and predicting the likelihood of an inherited disorder.
Punnett Square Analysis
A Punnett square is a simple graphical way of predicting the allele combinations of offspring from parents with known genotypes. This tool is incredibly handy when examining genetic crosses, such as in the case of hemophilia.

To illustrate this, let's focus on the second scenario where a hemophilic male (xY) mates with a normal female (XX). We can represent this cross in a Punnett square, placing each parent's potential gametes on either side of the square. When these gametes combine, we get the genotypes of possible F1 offspring, which are all either carriers or unaffected. Doing a similar analysis for the F2 generation and beyond allows us to see the chances of having affected offspring. For example, crossing a carrier female (Xx) with a normal male (XY) shows a 25% chance for each child to be a carrier female, affected male, carrier female, or unaffected male respectively.

Exercise Improvement Advice

It would be beneficial to actually draw the Punnett squares for these scenarios as visual aids. Students can then refer to these visuals to better understand how the genotypes of offspring are derived in X-linked recessive inheritance cases.
Autosomal Inheritance Patterns
While X-linked recessive inheritance deals with genes on the sex chromosomes, autosomal inheritance involves the non-sex chromosomes, or autosomes. Autosomal genes are inherited equally by males and females, which contrasts sharply with X-linked conditions like hemophilia.

In autosomal recessive inheritance, both parents must either be carriers or affected for the child to express the disease. The chance of an offspring being affected if both parents are carriers is typically 25%, with a 50% chance of the offspring being a carrier, and a 25% chance of being completely unaffected.

Comparing autosomal recessive inheritance to X-linked recessive inheritance highlights a key difference: in autosomal, there is no gender preference for the disorder. For hemophilia, if the gene was located on an autosome, we would expect equal ratios of affected individuals among both male and female offspring. This underlines the unique nature of sex-linked genetic disorders and provides a stark contrast to the inheritance patterns observed with genes on autosomes.
Phenotype and Genotype Ratios
Phenotype refers to the observable traits of an organism, such as whether an individual has hemophilia or not. The genotype is the set of genes an organism carries, like 'XX' or 'XY' for a female and male, respectively. In genetics, understanding the relationship between genotype and phenotype is fundamental when predicting trait inheritance.

In our example with hemophilia, using a Punnett square allows us to see the expected phenotype and genotype ratios of offspring. For instance, in Scenario (b), the mating of a carrier female (Xx) with a normal male (XY) results in genotype ratios of 1:1:1:1 for Xx (carrier female), XX (normal female), xY (hemophilic male), and XY (normal male).

Phenotypic ratios can be expressed similarly, showcasing the proportion of affected, carriers, and unaffected individuals in a population. These ratios not only help predict potential outcomes for a single family but also have implications for understanding the spread of genetics traits across larger populations.

Exercise Improvement Advice

Ensuring students grasp the difference between genotype and phenotype is essential for solving genetic problems. Furthermore, emphasizing the methods used to calculate phenotype and genotype ratios, such as using the Punnett square, can improve their comprehension of how these ratios are derived and what they signify in practical terms.

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Most popular questions from this chapter

The trait of medium-sized leaves in iris is determined by the genetic condition \(P P^{\prime}\). Plants with large leaves are \(P P\), whereas plants with small leaves are \(P^{\prime} P^{\prime} .\) A cross is made between two plants each with medium-sized leaves. If they produce 80 seedlings, what would be the expected phenotypes, and in what numbers would they be expected? What is the term for this allelic relationship?

In this chapter, we focused on many extensions and modifications of Mendelian principles and ratios, In the process, we encountered many opportunities to consider how this information was acquired. Answer the following fundamental questions: (a) How were early geneticists able to ascertain inheritance patterns that did not fit typical Mendelian ratios? (b) How did geneticists determine that inheritance of some phenotypic characteristics involves the interactions of two or more gene pairs? How were they able to determine how many gene pairs were involved? (c) How do we know that specific genes are located on the sexdetermining chromosomes rather than on autosomes? (d) For genes whose expression seems to be tied to the sex of individuals, how do we know whether a gene is X-linked in contrast to exhibiting sex-limited or sex-influenced inheritance? (e) How was extranuclear inheritance discovered?

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 abnormalities 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 Dexter and Kerry cattle, animals may be polled (hornless) or horned. The Dexter animals have short legs, whereas the Kerry animals have long legs. When many offspring were obtained from matings between polled Kerrys and horned Dexters, half were found to be polled Dexters and half polled Kerrys. When these two types of \(\mathrm{F}_{1}\) cattle were mated to one another, the following \(\mathrm{P}_{2}\) data were obtained: \(3 / 8\) polled Dexters \(1 / 8\) horned Dexters \(3 / 8\) polled Kerrys \(1 / 8\) horned Kerrys A geneticist was puzzled by these data and interviewed farmers who had bred these cattle for decades. She learned that Kerrys were true-breeding. Dexters, on the other hand, were not true- breeding and never produced as many offspring as Kerrys. Provide a genetic explanation for these observations.

While vermilion is X-linked in Drosophila and causes eye color to be bright red, brown is an autosomal recessive mutation that causes the eye to be brown. Flies carrying both mutations lose all pigmentation and are white-eyed. Predict the \(\mathrm{F}_{1}\) and \(\mathrm{F}_{2}\) results of the following crosses: (a) vermilion females \(\times \quad\) brown males (b) brown females \(\times\) vermilion males (c) white females \(\times\) wild males

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