Chapter 4: Problem 47
In corn, the cross \(W W\) ee \(F F \times w w E E f f\) is made. The three loci are linked as follows: Assume no interference. a. If the \(\mathrm{F}_{1}\) is testcrossed, what proportion of progeny will be ww ee ff? b. If the \(\mathrm{F}_{1}\) is selfed, what proportion of progeny will be ww ee ff?
Short Answer
Step by step solution
Determine Gene Arrangement of Parental Cross
Determine the Result of a Testcross
Calculate the Probability of Triple Recessive Genotype in Testcross
Determine Proportion in Selfed \( F_1 \)
Compute Actual Genotype Frequencies Considering Linkage
Unlock Step-by-Step Solutions & Ace Your Exams!
-
Full Textbook Solutions
Get detailed explanations and key concepts
-
Unlimited Al creation
Al flashcards, explanations, exams and more...
-
Ads-free access
To over 500 millions flashcards
-
Money-back guarantee
We refund you if you fail your exam.
Over 30 million students worldwide already upgrade their learning with 91Ó°ÊÓ!
Key Concepts
These are the key concepts you need to understand to accurately answer the question.
Testcross
When performing a testcross, the outcomes reveal which alleles are linked together, as any dominant phenotype among the offspring is due to the alleles contributed by the F1 parent. If no recombination events occur, the offspring will display the phenotypes seen in the F1 generation's non-recombinant alleles. If recombination does occur, new combinations arise, thereby helping scientists determine the genetic map distances between the linked genes.
Through a testcross, the appearance of offspring with the \(wweeff\) phenotype specifically results from double recombination events. These unique offsprings arise when two recombination events happen between the three linked loci.
Progeny Probability
- The probability of offspring showing a particular genotype, like \(wweeff\) in our case, is directly linked to recombination frequencies and can be determined by examining the potential gene combinations through a genetic cross.
- For a testcross as described in the exercise, the progeny probability involves calculating the likelihood of different recombinants appearing, based on known recombination frequencies between the loci.
- The identical principle applies when the F1 generation is selfed. Each genotype's probability results from the random assortment of alleles, influenced by linkage and recombination frequencies.
Recombination Frequency
Gene loci that sit close together on a chromosome exhibit lower recombination frequencies, as crossover events affecting one locus are less likely to extend to closely neighboring loci. As distances increase between loci, so do the opportunities for recombinations, often bookended by the units of distance known as centimorgans (cM).
Recombination frequencies guide genetic mapping, where precisely determining the map distance helps predict the probabilities of recombination occurring. In our corn example, testcross offspring proportions can directly evaluate these linkages. The triple recessive \(wweeff\) progeny’s occurrence aids in calculating the double crossover frequency between three linked loci.
Selfed F1 Generation
- Each pair of alleles independently assort during this process, and the genotypes observed in the progeny result from these combinations.
- The probability of producing a specific triple recessive genotype such as \(wweeff\) combines probabilities for each gene being recessive, calculated as \((1/4)^3 = 1/64\), assuming independent assortment.
- Linkage among the genes modifies this independence, as tightly linked genes do not segregate randomly, making use of recombination frequencies to predict precise selfing outcomes.