A man with type A blood marries a woman with type B blood. Their child has type O blood. What are the genotypes of these three individuals? What genotypes, and in what frequencies would you expect in future offspring from this marriage?

Short Answer

Expert verified

The genotypes of three individuals are IAi(man), IBi(woman), and ii(child). The future children with genotypes and frequencies are ¼ IAIB, ¼ IAi, ¼ IBi, and ¼ ii.

Step by step solution

01

Description of predictions of crossings

A man with type A blood group married a woman with type B. The child gets the blood group of O. It is due to the result of two recessive alleles.

The parents are heterozygous, so that that child will receive one recessive allele from the parents. The two blood group alleles in the man are IA and i., and that in the woman are IB and i.

02

Description of Punnet square for the given conditions

IA

i

IB

IAIB

IBi

i

IAi

ii

03

Predictions of frequencies for future children

The Punnet square crossing results in the formation of four genotypic frequencies. The genotypic combinations of the different blood groups are IAIB, IBi, IAi, and ii.

Each of the genotypic combinations is one out of four varieties. The final frequencies of each genetic combination are ¼.

Hence, the man with blood group A and women with blood group B can have a child with blood group O with probability ¼.

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Most popular questions from this chapter

The pedigree below traces the inheritance of alkaptonuria, a biochemical disorder. Affected individuals, indicated hereby the colored circles and squares, are unable to metabolize a substance called alkapton, which colors the urine and stains body tissues. Does alkaptonuria appear to be caused by a dominant allele or a recessive allele? Fill in the genotypes of the individuals whose genotypes can be deduced. What genotypes are possible for each of the other individuals?

A histogram is a bar graph that shows the distribution of numeric data (here, the number of dark-skin alleles). To make a histogram of the allele distribution, put skin color (as the number of dark-skin alleles) along the x-axis and predicted number of offspring (out of 64) with each phenotype on the y-axis. There are no gaps in these allele data, so draw the bars next to each other with no space in between.

What is the probability that each of the following pairs of parents will produce the indicated offspring? (Assume independent assortment of all gene pairs)

(a)AABBCC×aabbccAaBbCc

(b) AABbCc×AaBbCcAAbbCC

(c)AaBbCc×AaBbCcAaBbCc

(d) aaBbCC×AABbccAaBbCc

In some pea plant crosses, the plants are self-pollinated. Is self-pollination considered asexual or sexual reproduction? Explain.

You are handed a mystery pea plant with tall stems and axial flowers and asked to determine its genotype as quickly as possible. You know that the allele for tall stems (T) is dominant to that for dwarf stems (t) and that the allele for axial flowers (A) is dominant to that for terminal flowers (a).

(a) Identify all the possible genotypes for your mystery plant.

(b) Describe the one cross you would do, out in your garden, to determine the exact genotype of your mystery plant.

(c) While waiting for the results of your cross, you predict the results for each possible genotype listed in part a. Explain how you do this and why this is not called “performing a cross.”

(d) Explain how the results of your cross and your predictions will help you learn the genotype of your mystery plant.

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