Chapter 2_Mendelian Inheritance Flashcards

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1
Q

Pangenesis

A

The first attempt to explain the transmission of hereditary traits from generation to generation. Seeds are produced by all parts of the body, which are then collected and transmitted to the offspring at the time of conception. Seeds cause certain traits of the offspring to resemble those of the parents.

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2
Q

Blending Inheritance

A

The factors that dictate hereditary traits can blend together from generation to generation. The blended traits would then be passed to the next generation.

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3
Q

Hybridization Experiment

A

When two distinct individuals with different characteristics are mated, or crossed, to each other. The offspring are referred to as hybrids.

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4
Q

Why were garden peas advantageous for studying plant hybridization?

A
    1. The species was available in several varieties that had decisively different physical characteristics.
    1. The ease of making crosses. Mendel was able to pry open immature flowers and remove the anthers before they produced pollen. Therefore, these flowers could not self fertilize. He would then obtain pollen from another plant by gently touching its mature anthers with a paintbrush. He applied this pollen to the stigma of the flower that already had its anthers removed.
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5
Q

Another name for true breeding

A

Strain

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6
Q

Particulate Theory of Inheritance

A

The genes that govern traits are inherited as discrete units that remain unchanged as they are passed from parent to offspring.

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7
Q

Law of Segregation

A

The two copies of a gene segregate from each other during transmission from parent to offspring. Therefore, only one copy of each gene is found in a gamete. At fertilization, two gametes combine randomly, potentially producing different allelic combinations.

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8
Q

Law of Independent Assortment

A

Two different genes will randomly assort their alleles during the formation of haploid cells. In other words, the allele for one gene will be found within a resulting gamete independently of whether the allele for a different gene is found in the same gamete.

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9
Q

Genetic recombination

A

A combination of alleles that differs from those in the parental generation.

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10
Q

Loss of function alleles

A

A defective copy of a gene

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11
Q

How are loss of function alleles informative?

A

Such alleles provide critical clues concerning the purpose of the protein’s function within the organism.

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12
Q

Pedigree analysis

A

The use of information on family trees to determine the type of inheritance pattern a gene will follow.

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13
Q

Pedigree analysis is commonly used…

A

…to determine the inheritance pattern of human genetic diseases.

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14
Q

Random sampling error

A

The deviation between the observed and expected outcomes.

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15
Q

Sum Rule

A

The probability that one of two or more mutually exclusive events will occur is equal to the sum of the individual probabilities of the events.

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16
Q

Product Rule

A

The probability that two or more independent events will occur is equal to the product of their individual probabilities.

17
Q

Multinomial expansion equation

A

Needed to solve unordered genetic problems that involve three or more phenotypic categories.

18
Q

Hypothesis testing

A

Determine if the data from genetic crosses are consistent with a particular pattern of inheritance.

19
Q

Goodness of fit

A

(Null Hypothesis) Assumes there is no real difference between the observed and expected values.

20
Q

Can statistics prove a hypothesis?

A

No, they can only provide insight as to whether or not the observed data seem reasonably consistent with the hypothesis.

21
Q

Chi Square test

A

Used to determine goodness of fit. (often written as x^2).

22
Q

P values

A

The probabilities allow us to determine the likelihood that the amount of variation indicated by a given chi square value is due to random chance alone, based on a particular hypothesis.

23
Q

High vs. Low chi square value

A

High means that the high deviation has occurred because the hypothesis is incorrect. Low indicates a high probability that the observed deviations could be due to random chance alone.

24
Q

Degrees of freedom

A

A measure of the number of categories that are independent of each other.