A man with hemophilia (a recessive, sex-linked condition) has a daughter without the condition, who marries a man who does not have hemophilia. What is the probability that their daughter will have the condition? Their son? If they have four sons, that all will be affected?

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Answer 1

Textbook Question

Chapter 12, Problem 1TYU

A man with hemophilia (a recessive, sex-linked condition) has a daughter without the condition, who marries a man who does not have hemophilia. What is the probability that their daughter will have the condition? Their son? If they have four sons, that all will be affected?

Expert Solution & Answer

Summary Introduction

To determine:

The probability that son will have the hemophilia condition, when a man with hemophilia (a recessive, sex-linked condition) has a daughter without hemophilia who marries a man who does not have hemophilia. Determine whether all the four sons will be affected or not.

Introduction:

Hemophilia is a sex-linked disorder, which impairs the blood-clotting mechanism in the affected individuals. Those individuals who receive the non-functional gene from their parents must have X-chromosome linked to recessive trait.

Explanation of Solution

Consider the genotypes of daughter as H and h. As the male suffers from the hemophilic condition, the disorder is linked with the male chromosomes XY. The disorder is recessive and sex-linked. Here, the male chromosomes are considered as Hh. The probability that the daughter will be hemophilic is zero.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 1

The female has one wild type allele (H) and one recessive mutant allele (h). The male has only wild-type allele and a Y chromosome. If the disorder is not linked with Y chromosome, then it is considered to be 0. The males received only one X chromosome, and hence, they have higher chances of carrying this disorder.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 2

The sons have 50% chances of being affected by hemophilia. There is ½ probability that the sons are affected by the hemophilic condition.

Here, the Y chromosome does not contain hemophilia. Therefore, the hemophilic conditions are more dominant in sons.

As each son has a 50% chance of being affected by hemophilia, the probability of four sons is calculated as follows:

=(12)×(12)×(12)×(12)=116

Here, the probability of all the sons who are affected is 116 .

Conclusion

The man with hemophilia and his daughter and son in law without this disease and the probability of acquiring this disease in his granddaughter is about 0. If he has a grandson, then it would be of ½ probability and in case if he has 4 grandsons, then it would be of 1/16 probability.

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Answer 2

Textbook Question

Chapter 12, Problem 1TYU

A man with hemophilia (a recessive, sex-linked condition) has a daughter without the condition, who marries a man who does not have hemophilia. What is the probability that their daughter will have the condition? Their son? If they have four sons, that all will be affected?

Expert Solution & Answer

Summary Introduction

To determine:

The probability that son will have the hemophilia condition, when a man with hemophilia (a recessive, sex-linked condition) has a daughter without hemophilia who marries a man who does not have hemophilia. Determine whether all the four sons will be affected or not.

Introduction:

Hemophilia is a sex-linked disorder, which impairs the blood-clotting mechanism in the affected individuals. Those individuals who receive the non-functional gene from their parents must have X-chromosome linked to recessive trait.

Explanation of Solution

Consider the genotypes of daughter as H and h. As the male suffers from the hemophilic condition, the disorder is linked with the male chromosomes XY. The disorder is recessive and sex-linked. Here, the male chromosomes are considered as Hh. The probability that the daughter will be hemophilic is zero.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 1

The female has one wild type allele (H) and one recessive mutant allele (h). The male has only wild-type allele and a Y chromosome. If the disorder is not linked with Y chromosome, then it is considered to be 0. The males received only one X chromosome, and hence, they have higher chances of carrying this disorder.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 2

The sons have 50% chances of being affected by hemophilia. There is ½ probability that the sons are affected by the hemophilic condition.

Here, the Y chromosome does not contain hemophilia. Therefore, the hemophilic conditions are more dominant in sons.

As each son has a 50% chance of being affected by hemophilia, the probability of four sons is calculated as follows:

=(12)×(12)×(12)×(12)=116

Here, the probability of all the sons who are affected is 116 .

Conclusion

The man with hemophilia and his daughter and son in law without this disease and the probability of acquiring this disease in his granddaughter is about 0. If he has a grandson, then it would be of ½ probability and in case if he has 4 grandsons, then it would be of 1/16 probability.

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Answer 3

Textbook Question

Chapter 12, Problem 1TYU

A man with hemophilia (a recessive, sex-linked condition) has a daughter without the condition, who marries a man who does not have hemophilia. What is the probability that their daughter will have the condition? Their son? If they have four sons, that all will be affected?

Expert Solution & Answer

Summary Introduction

To determine:

The probability that son will have the hemophilia condition, when a man with hemophilia (a recessive, sex-linked condition) has a daughter without hemophilia who marries a man who does not have hemophilia. Determine whether all the four sons will be affected or not.

Introduction:

Hemophilia is a sex-linked disorder, which impairs the blood-clotting mechanism in the affected individuals. Those individuals who receive the non-functional gene from their parents must have X-chromosome linked to recessive trait.

Explanation of Solution

Consider the genotypes of daughter as H and h. As the male suffers from the hemophilic condition, the disorder is linked with the male chromosomes XY. The disorder is recessive and sex-linked. Here, the male chromosomes are considered as Hh. The probability that the daughter will be hemophilic is zero.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 1

The female has one wild type allele (H) and one recessive mutant allele (h). The male has only wild-type allele and a Y chromosome. If the disorder is not linked with Y chromosome, then it is considered to be 0. The males received only one X chromosome, and hence, they have higher chances of carrying this disorder.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 2

The sons have 50% chances of being affected by hemophilia. There is ½ probability that the sons are affected by the hemophilic condition.

Here, the Y chromosome does not contain hemophilia. Therefore, the hemophilic conditions are more dominant in sons.

As each son has a 50% chance of being affected by hemophilia, the probability of four sons is calculated as follows:

=(12)×(12)×(12)×(12)=116

Here, the probability of all the sons who are affected is 116 .

Conclusion

The man with hemophilia and his daughter and son in law without this disease and the probability of acquiring this disease in his granddaughter is about 0. If he has a grandson, then it would be of ½ probability and in case if he has 4 grandsons, then it would be of 1/16 probability.

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Answer 4

Textbook Question

Chapter 12, Problem 1TYU

A man with hemophilia (a recessive, sex-linked condition) has a daughter without the condition, who marries a man who does not have hemophilia. What is the probability that their daughter will have the condition? Their son? If they have four sons, that all will be affected?

Expert Solution & Answer

Summary Introduction

To determine:

The probability that son will have the hemophilia condition, when a man with hemophilia (a recessive, sex-linked condition) has a daughter without hemophilia who marries a man who does not have hemophilia. Determine whether all the four sons will be affected or not.

Introduction:

Hemophilia is a sex-linked disorder, which impairs the blood-clotting mechanism in the affected individuals. Those individuals who receive the non-functional gene from their parents must have X-chromosome linked to recessive trait.

Explanation of Solution

Consider the genotypes of daughter as H and h. As the male suffers from the hemophilic condition, the disorder is linked with the male chromosomes XY. The disorder is recessive and sex-linked. Here, the male chromosomes are considered as Hh. The probability that the daughter will be hemophilic is zero.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 1

The female has one wild type allele (H) and one recessive mutant allele (h). The male has only wild-type allele and a Y chromosome. If the disorder is not linked with Y chromosome, then it is considered to be 0. The males received only one X chromosome, and hence, they have higher chances of carrying this disorder.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 2

The sons have 50% chances of being affected by hemophilia. There is ½ probability that the sons are affected by the hemophilic condition.

Here, the Y chromosome does not contain hemophilia. Therefore, the hemophilic conditions are more dominant in sons.

As each son has a 50% chance of being affected by hemophilia, the probability of four sons is calculated as follows:

=(12)×(12)×(12)×(12)=116

Here, the probability of all the sons who are affected is 116 .

Conclusion

The man with hemophilia and his daughter and son in law without this disease and the probability of acquiring this disease in his granddaughter is about 0. If he has a grandson, then it would be of ½ probability and in case if he has 4 grandsons, then it would be of 1/16 probability.

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 5

Textbook Question

Answer 6

Textbook Question

Answer 7

Expert Solution & Answer

Summary Introduction

To determine:

The probability that son will have the hemophilia condition, when a man with hemophilia (a recessive, sex-linked condition) has a daughter without hemophilia who marries a man who does not have hemophilia. Determine whether all the four sons will be affected or not.

Introduction:

Hemophilia is a sex-linked disorder, which impairs the blood-clotting mechanism in the affected individuals. Those individuals who receive the non-functional gene from their parents must have X-chromosome linked to recessive trait.

Explanation of Solution

Consider the genotypes of daughter as H and h. As the male suffers from the hemophilic condition, the disorder is linked with the male chromosomes XY. The disorder is recessive and sex-linked. Here, the male chromosomes are considered as Hh. The probability that the daughter will be hemophilic is zero.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 1

The female has one wild type allele (H) and one recessive mutant allele (h). The male has only wild-type allele and a Y chromosome. If the disorder is not linked with Y chromosome, then it is considered to be 0. The males received only one X chromosome, and hence, they have higher chances of carrying this disorder.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 2

The sons have 50% chances of being affected by hemophilia. There is ½ probability that the sons are affected by the hemophilic condition.

Here, the Y chromosome does not contain hemophilia. Therefore, the hemophilic conditions are more dominant in sons.

As each son has a 50% chance of being affected by hemophilia, the probability of four sons is calculated as follows:

=(12)×(12)×(12)×(12)=116

Here, the probability of all the sons who are affected is 116 .

Conclusion

The man with hemophilia and his daughter and son in law without this disease and the probability of acquiring this disease in his granddaughter is about 0. If he has a grandson, then it would be of ½ probability and in case if he has 4 grandsons, then it would be of 1/16 probability.

Answer 8

Expert Solution & Answer

Summary Introduction

To determine:

The probability that son will have the hemophilia condition, when a man with hemophilia (a recessive, sex-linked condition) has a daughter without hemophilia who marries a man who does not have hemophilia. Determine whether all the four sons will be affected or not.

Introduction:

Hemophilia is a sex-linked disorder, which impairs the blood-clotting mechanism in the affected individuals. Those individuals who receive the non-functional gene from their parents must have X-chromosome linked to recessive trait.

Explanation of Solution

Consider the genotypes of daughter as H and h. As the male suffers from the hemophilic condition, the disorder is linked with the male chromosomes XY. The disorder is recessive and sex-linked. Here, the male chromosomes are considered as Hh. The probability that the daughter will be hemophilic is zero.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 1

The female has one wild type allele (H) and one recessive mutant allele (h). The male has only wild-type allele and a Y chromosome. If the disorder is not linked with Y chromosome, then it is considered to be 0. The males received only one X chromosome, and hence, they have higher chances of carrying this disorder.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 2

The sons have 50% chances of being affected by hemophilia. There is ½ probability that the sons are affected by the hemophilic condition.

Here, the Y chromosome does not contain hemophilia. Therefore, the hemophilic conditions are more dominant in sons.

As each son has a 50% chance of being affected by hemophilia, the probability of four sons is calculated as follows:

=(12)×(12)×(12)×(12)=116

Here, the probability of all the sons who are affected is 116 .

Conclusion

The man with hemophilia and his daughter and son in law without this disease and the probability of acquiring this disease in his granddaughter is about 0. If he has a grandson, then it would be of ½ probability and in case if he has 4 grandsons, then it would be of 1/16 probability.

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

Summary Introduction

To determine:

The probability that son will have the hemophilia condition, when a man with hemophilia (a recessive, sex-linked condition) has a daughter without hemophilia who marries a man who does not have hemophilia. Determine whether all the four sons will be affected or not.

Introduction:

Hemophilia is a sex-linked disorder, which impairs the blood-clotting mechanism in the affected individuals. Those individuals who receive the non-functional gene from their parents must have X-chromosome linked to recessive trait.

Answer 12

Explanation of Solution

Consider the genotypes of daughter as H and h. As the male suffers from the hemophilic condition, the disorder is linked with the male chromosomes XY. The disorder is recessive and sex-linked. Here, the male chromosomes are considered as Hh. The probability that the daughter will be hemophilic is zero.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 1

The female has one wild type allele (H) and one recessive mutant allele (h). The male has only wild-type allele and a Y chromosome. If the disorder is not linked with Y chromosome, then it is considered to be 0. The males received only one X chromosome, and hence, they have higher chances of carrying this disorder.

Campbell Biology in Focus (2nd Edition), Chapter 12, Problem 1TYU , additional homework tip 2

The sons have 50% chances of being affected by hemophilia. There is ½ probability that the sons are affected by the hemophilic condition.

Here, the Y chromosome does not contain hemophilia. Therefore, the hemophilic conditions are more dominant in sons.

As each son has a 50% chance of being affected by hemophilia, the probability of four sons is calculated as follows:

=(12)×(12)×(12)×(12)=116

Here, the probability of all the sons who are affected is 116 .

Answer 13

Conclusion

The man with hemophilia and his daughter and son in law without this disease and the probability of acquiring this disease in his granddaughter is about 0. If he has a grandson, then it would be of ½ probability and in case if he has 4 grandsons, then it would be of 1/16 probability.

Answer 14

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A man with hemophilia (a recessive, sex-linked condition) has a daughter without the condition, who marries a man who does not have hemophilia. What is the probability that their daughter will have the condition? Their son? If they have four sons, that all will be affected?

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