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Ch. 25 - Quantitative Genetics and Multifactorial Traits

Chapter 24, Problem 11

Corn plants from a test plot are measured, and the distribution of heights at 10-cm intervals is recorded in the following table:  

 Height (cm)      Plants (no.)       

100                    20       

110                    60       

120                    90       

130                   130       

140                   180      

 150                   120       

160                    70        

170                   50        

180                   40 

Calculate 

(a) the mean height, 

(b) the variance, 

(c) the standard deviation, and 

(d) the standard error of the mean. 

Plot a rough graph of plant height against frequency. Do the values represent a normal distribution? Based on your calculations, how would you assess the variation within this population?

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Hello everyone here we have a question asking which of the following techniques can be used to study the genetics of human height. We have a qualitative studies. Qualitative studies are based on the collection of non numerical data and this includes things like interviews, observations and textual analysis. These studies are useful for perceptions experiences and attitudes, but they are not useful for studying the genetics of human height. So A. Is incorrect. Be randomized controlled trials. Randomized controlled trials are designated to test the efficacy of intervention or treatments. These can include things like drugs and medical procedures but they are not used to study genetics and are not relevant to human heights. So B. Is incorrect. See case controlled studies. Case control studies compare individuals with a particular trait or disease to a control group without the trait or disease. And this is to identify risk factors or associations. These can be useful for identifying environmental factors that may influence height, but they are not specifically designed to study genetics. So C. Is incorrect. And lastly we have twin studies. Twin studies are a well established method of studying the genetics of human height. Here, identical twins who share 100% of their genes. And fraternal twins who share only 50% of their genes are compared for height. And this gives us the relative contribution of genetics. If identical twins are more similar in height than fraternal twins, then it suggests that genetics play a role in height. So our answer here is the twin studies. Thank you for watching. Bye
Related Practice
Textbook Question

In the following table, average differences of height, weight, and fingerprint ridge count between monozygotic twins (reared together and apart), dizygotic twins, and nontwin siblings are compared:   Trait            MZ Reared    MZ        DZ Reared   Sibs Reared                     Together      Reared     Together       Together                                          Apart                                              _Height (cm)      1.7              1.8             4.4                4.5 Weight (kg)      1.9               4.5            4.5                4.7 Ridge count     0.7               0.6            2.4                 2.7 Based on the data in this table, which of these quantitative traits has the highest heritability values?

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Textbook Question

What kind of heritability estimates (broad sense or narrow sense) are obtained from human twin studies?

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Textbook Question

List as many human traits as you can that are likely to be under the control of a polygenic mode of inheritance.

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Textbook Question

The following variances were calculated for two traits in a herd of hogs.

  Trait             Vₚ           VG        VA  _
Back fat        30.6        12.2       8.44
Body length  52.4        26.4     11.70

Which of the two traits will respond best to selection by a breeder? Why?

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Textbook Question

The following variances were calculated for two traits in a herd of hogs.

  Trait             Vₚ           VG        VA  _
Back fat        30.6        12.2       8.44
Body length  52.4        26.4     11.70

Calculate broad-sense (H²) and narrow-sense (h²) heritabilities for each trait in this herd.

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Textbook Question

The mean and variance of plant height of two highly inbred strains (P₁ and P₂) and their progeny (F₁ and F₂) are shown here.

   Strain     Mean (cm)     Variance  _
     P₁           34.2                 4.2
     P₂           55.3                 3.8
     F₁           44.2                 5.6
     F₂           46.3               10.3

Calculate the broad-sense heritability (H²) of plant height in this species.

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