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When analyzing two variables, the strength of the association between the variables is called the .


A) Covariance
B) Standard deviation
C) Correlation coefficient
D) Variance

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In calculations of the degrees of freedom for a correlation coefficient, what value does the degrees of freedom take?


A) (n - 1)
B) (n - 2)
C) (n - 1) /2
D) 2(n - 1)

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Heritability is the amount of genetic variation in a particular population and a particular environment.

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For a quantitative trait, the total variance of the population is due to which of the following?


A) The amount of variance due to genetic factors only
B) The amount of variance due to environmental factors only
C) The difference between the variance attributed to genetic and environmental factors
D) The sum of the genetic and environmental variances

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Many organisms used in modern agriculture are a result of artificial selection.

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Inbreeding reduces which of the following variances to near zero?


A) Genetic variance
B) Environmental variance
C) Both variances
D) Neither variance

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A

Realized heritability may be determined from artificial selection experiments.

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Which of the following best describes the degrees of freedom for the calculation of variance?


A) (n + 1)
B) 2(n + 1)
C) (n - 1) /n
D) (n - 1)

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A heritability value of 0.997 indicates which of the following?


A) The majority of the phenotypic variation has a genetic basis
B) The majority of the phenotypic variation has an environmental basis
C) The trait is polygenic
D) There is a significant difference between the two strains
E) None of the answers are correct

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Heritability may be calculated as which of the following?


A) The total variance minus environmental variance
B) Total variance minus genetic variance
C) Genetic variance divided by environmental variance
D) Genetic variance divided by total variance
E) None of the answers are correct

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D

The amount of phenotypic variation in a group that is due to genetic variation is called heritability.

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After calculating a correlation coefficient you discover that the value is not significant at the 5% level. What can be done to produce a significant difference?


A) Increase the sample size
B) Decrease the sample size
C) Nothing, the value will remain the same regardless of sample size

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Before conducting a regression analysis, it is first necessary to show that two variables have a cause- effect relationship using a correlation coefficient calculation.

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The process of mating between genetically unrelated individuals is called inbreeding.

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Which of the following steps is NOT used in conducting a backcross in order to map a QTL?


A) Two inbred strains that differ in a quantitative trait are crossed.
B) The F1 offspring are crossed with each other.
C) The F2 offspring contain different combinations of the parental chromosomes.
D) By using genetic markers, it is determined which parent each chromosome came from and thus isolate the genes.

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What must be true for a correlation coefficient to be calculated between two traits?


A) The values for the traits must have been obtained from unbiased sampling
B) The relationship between the two traits must be linear
C) The traits must follow a normal distribution
D) All of the answers are correct

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Since quantitative traits are frequently associated with a number of genes and the environment, it is difficult to assign accurate phenotypic classes for a Punnett square diagram.

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Which of the following is incorrect concerning quantitative traits?


A) Individuals fall into distinct classes for comparison
B) The phenotypic variation for the trait is continuous
C) The frequency distribution follows a bell-shaped curve
D) All of the answers are correct

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What must be true regarding the strains of organisms used to construct a QTL map?


A) They must differ for the quantitative trait
B) They must differ for the molecular markers
C) Both of the above must be true

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C

QTL mapping determines the relationship between genes for quantitative traits and which of the following?


A) The centromere
B) Transposon sites
C) Structural genes
D) Molecular markers such as RFLPs

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