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Genetics Test 2 Flashcards

(83 cards)

1
Q

Monogenic traits

A

expressivity and penetrance

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2
Q

Polygenic traits

A

variance

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3
Q

Monogenic

A

One gene contributes to phenotype

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4
Q

Polygenic

A

More than one gene contributes to a genotype e.g. eye color and height.

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5
Q

Penetrance

A

does genotype show or not for a person

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6
Q

Expressivity

A

in a population does a gene vary in expression

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7
Q

Compound Heterozygous

A

2 different mutant alleles -Compound heterozygosity reflects the diversity of the mutation base for many autosomal recessive genetic disorders

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8
Q

Hemizygous

A

1 gene w/ only 1 allele –e.g. Males for X chromosome genes

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9
Q

Proband/Propositus/Index Case

A

The person who draws our attention to the family..affectet

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10
Q

Consultand

A

The person consulting a geneticist

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11
Q

Compound Heterozygousity Examples

A

Tay-Sachs disease. In addition to its classic infantile form, Tay Sachs disease may present in juvenile or adult onset forms, often as the result of compound heterozygosity between two alleles, one which would cause the classic infantile disease in homozygotes and another that allows some residual HEXA enzyme activity.[6]

Sickle cell syndromes. A variety of sickle cell disorders result from inheritance of the sickle cell gene in a compound heterozygous manner with other mutant beta globin genes. These disorders include sickle cell-beta thalassemia.[7] In the case of sickle cell anemia, an individual with one allele for hemoglobin S and one allele for hemoglobin C would still develop the disease, despite being heterozygous for both genes.[8]

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12
Q

de novo (sporadic) mutation

A

a newly formed mutation (parents are WT)

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13
Q

Isolated

A

parents are carriers of a rare gene. their child develops inherits disease

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14
Q

Degrees of Relation to Proband

A

1st degree relatives: Parents/Siblings/Children of Proband (or other)
2nd degree: Grandparents, Grandchildren, Aunts, Uncles, Nieces/Nephs
3rd degree: 1st cousins, 4th degree 1st cousins, once removed

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15
Q
A

Autosomal Dominant

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16
Q
A

Auto Recessive

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17
Q
A

X or Sex Linked Recessive

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18
Q
A

X Linked Dominant

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19
Q
A

Y Linked

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20
Q

Allelomorphy

A

changing of allele expression

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21
Q

What affects allelomorphy?

A

Penetrance: Does a trait show or not? Measured in %
•= #affected/#withAffectedGeneotype

Expressivity: how well an allele is expressed
(qualitative)

–envir, genes, and epigene factors; above two are also
affected by these three

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22
Q

co-dominance

A

In genetics, codominance is a phenomenon in which a single gene has more than one dominant allele

A condition in which both alleles of a gene pair in a heterozygote are fully expressed

–Red (homo-dom) pink (het) white (homo-rec)

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23
Q

Neurofibromatosis, type 1:

A

Age Dependent Penetrance and
Variable Expressivity. A Dominant Loss of Function.

Penetrance:

some may never develop disease or only at a certain age.

Expressivity:
varies from patches to tumors. 50% cases are de novo, to find out if sporadic or isolated
genotype the parents.

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24
Q

Split-Hand Deformity

A

Auto-Dom often has reduced penetrance
And therefore skips generations

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25
Genetic heterogeneity
at least two alleles create similar or same phenotype divided into: locus heterogeneity, allelic heterogeneity, and cliincal heterogeneity
26
Locus Heterogeneity
alleles from two genes cause a phenotype/ mutation at a different gene causes a similar phenotype e.g. epistasis Myo7A, Harmonin, Cadherin 23 all disrupt Steriocilia in retina causing Usher Syndrome 1. For example, retinitis pigmentosa has autosomal dominant, autosomal recessive, and X-linked origins. However, only one mutant locus is needed for the phenotype to manifest.
27
Allelic heterogeneity
allelomorphy-alleles at same location (gene) cause phenotype different mutations at the same locus causes a similar phenotype. For example, β-thalassemia may be caused by several different mutations in the β-globin gene.
28
Clinical Heterogeneity (phenotypic heterogeneity)
penetrance and expressivity mutation within the same gene causes a different phenotype.
29
Common Recessive=Dom.
30
Incomplete Penetrance
31
Variable Expressivity
32
Paternal Imprinted Auto Dom
33
Maternal Imprinted Auto Dom
34
X Linked, Dom Hemis Abort
35
X Linked Inbred “M to M”
36
Novel Mutation
37
Explanations of Consanguinity
• **The Westermarck Effect**-not liking people you were raised in close proximity to. BUT, 1st and 2nd cousins tend not to experience WE. • Women tend to prefer males with alleles in common to their f**ather’s Human Leukocyte Antigen/MHC.** Men with 2-7 alleles in common are preferred. **• 2nd order and above relatives**…We tend not be raised in close proximity/and they resemble us in ways that may contribute to mate choice.
38
Calculating Inbreeding Coefficient
(1/2)^n x (1+F) n= number of individuals involved in the path F= inbreeding coefficient for the common ancestor http://pawpeds.com/pawacademy/genetics/genetics/inbreeding.html
39
Polygenic Phenotypes
•To many genes we stop using Mendel and look at Means, Variance and Standard Deviation of “Normal Distribution” (a graph of Observations)
40
Mean
= Average
41
Variance
= A Groups Total Average Distance from Mean measures how far a set of numbers is spread out. (A variance of zero indicates that all the values are identical.)
42
Standard Deviation
= Range we find 68% (called 1 SD) of data points, 95% (is 2SDs), 99.7% (is 3SDs) A measure of the dispersion of a set of data from its mean. The more spread apart the data, the higher the deviation.
43
Variance Equation
``` _Sum of (each value-mean)^2_ # of values – 1 ``` \*Answer in X units squared
44
Heritability Equation
Gene Variance/Total Variance
45
Standard deviation Equation
Square Root of Variance \*Answer in X units –Shows us the width of the curve at around the mean where 68%, 95% and 99.7% of data is included
46
Falconer Threshold Hypothesis
Child 1 of Diseased Parents is more likely to acquire a disease than Child 2 of Undiseased Parents of a population if the disease is at all genetic. Less overlap of graphs = greater genetic influence on the disease = lesser environmental influence Falconer postulated the existence of a threshold. Embryos whose susceptibility exceeds a critical threshold value develop cleft palate; those whose susceptibility is below the threshold, even if only just below, avoid cleft palate. (polygenic)
47
Quantitative Traits
polygenic, continuous Variation like height, skin color or Crop Yield
48
Qualitative Traits
The trait is there or it’s not
49
Hardy Weinberg Requirements
–Large Population •Prevents Genetic Drift-change in allele freq. due to: –Bottle Neck Effect eg. Killing off of homozygous people –Founder Effect eg. Pickett’s infamous African Diaspora –Genetic drift leads to “Fixation” allele freq.=100% –Random Mating –No Mutations –No Natural Selection –No immigration into population (No Genetic Flow)
50
Hardy Weinberg
•Hardy Weinberg Distribution- Occurs when alleles freq is constant = No occuring evolution •Failure to meet regulation means allele freq has changed and evolution has occurred.
51
Hardy Weinberg Equations
**p + q = 1** –p = % Dominant alleles (A) in population –q = % of recessive alleles (a) in population **p2 + 2pq + q2 = 1** –p2 = # AA individuals –2pq = # Aa individuals –q2 = # aa individuals
52
**HW Practice** •Population N=100 Cows •What is your Dominant allele freq? •How many heterozygous brown cows do you have? –you have 64 white cows & Black = B White =b
**Practice work/answer** * q^2 = 64/100 = .64 * q = .80 * p = -q – 1 = .80 -1 = .20 * Dominant allele freq = .20 * Brown cows = 2pq * 2 x .20 x .80 = 32 brown cows
53
Gene Position and Orientation: A and B are...
A and B are In Coupling Orientation
54
Gene Position and Orientation: a and b are...
a and b are In Coupling Orientation
55
Gene Position and Orientation: A and B are ________ to a and b
A and B are **In Repulsion** to a and b
56
A is ______ to B, a is ______ to b
A is **‘In Cis’** to B, a is ‘**In Cis’** to b
57
A is _______ to b AND to a B is _______ to a AND to b
A is ‘**In Trans’** to b AND to a B is **‘In Trans’ t**o a AND to b
58
Recombination
-The Exchange of Genetic Material By Homologous Chromosomes During Meiotic Prophase. -Changes the Cis-Trans Orientation
59
Recombinant Chromosomes are \_\_\_\_\_\_\_\_\_\_, Because the Parent Does Not Have This \_\_\_\_\_\_\_\_\_\_\_\_\_\_\_\_\_.
Recombinant Chromosomes are **Non-Parenta**l, Because the Parent Does Not Have This **Cis-Trans Orientation.**
60
Which progency are recombinants and which are not?
61
“\_\_\_\_\_\_\_\_\_” recombination is genetically detectable
**“Non-sister”** recombination is genetically detectable
62
“\_\_\_\_\_\_\_\_\_\_\_” recombination is NOT detectable
**“Sister-sister”** recombination is NOT detectable
63
64
65
Alleles of 2 Unlinked Genes
**F1 X F1** 9:3:3:1 Dihybrid Ratio Weaker linked genes recombine more Decreasing parental haplotypes= Less Parental and more Recombinant Gamete Frequencies More like **dihybrid cross** (cross between F1 offspring (first-generation offspring) of two individuals that differ in two traits of particular interest. For example, BB × bb)
66
Alleles of Linked Genes
Ratio Moves Toward 3:1 Stronger linked genes do not recombine as often, keeping Parental haplotypes together = More Parental and Less Recombinant Gamete Frequencies More like **Monohybrid cross** (mating between individuals who have different alleles at one genetic locus of interest)
67
Measuring Genetic Linkage Violates\_\_\_\_\_\_\_\_\_\_\_\_\_\_\_\_\_\_ because...
Measuring Genetic Linkage Violates **Mendel’s Law of Independent Assortment** because **Multiple genes move as one unit (like single gene)**
68
Calculations: **θ**
•Recombination Fraction (θ) -- recombs/total chances to recomb \*\*\*Two are basically the same thing in the end: •θ = r = total of both recombinants
69
Calculations: **r**
•Frequency of Gametic Recombination (r) – recomb gametes/total gametes \*\*\*Two are basically the same thing in the end: •θ = r = total of both recombinants
70
Recombinants Calculation
λ1 + λ2 = r (total recombinants) –assuming recombinants are equal (they should be)
71
Chances of 1 recomb to happen Calcuations
= r –= ½ r X ½ r = chances receiving two recombinants
72
Challenges of Mapping Human Genes
* Each couple makes only few babies * Cis-Trans orientation hard to determine from pedigree * Diseases are usually rare * Overall we do not have much data to work with
73
Log of Odds Ratio (LOD)
= How we decide a rare disease is linked or not linked The LOD score compares the likelihood of obtaining the test data if the two loci are indeed linked, to the likelihood of observing the same data purely by chance. Positive LOD scores favor the presence of linkage, whereas negative LOD scores indicate that linkage is less likely. Likely linked \> 3........-2 \> Likely Independently Assorted \*\*\*Requires we know Cis-Trans Orientations (Phase Known)
74
LOD Calculation
75
LOD Phase-known Calculation Example
76
LOD phase known
•Because LODs are Logs they are **additive** –This way we can add data from different families and create a statistical pool of data for a disease. –When the pool total becomes **\>3** we can say the disease is **linked** –When **less than -2** we can say it’s **independently assorted**
77
LOD score for Phase Unknown
78
79
Mapping Issues: Recombination Hotspots
Recombination is not uniformly distributed along a chromosome. But usually broadly enough distributed. However there is a tendency for linked genes to be inherited as haplotypes and so hotspots can tend to cluster alleles of linked genes
80
Mapping Issues: Multipoint Mapping
Mapping using many molecular markers and the disease allele can provide higher resolution. Many markers have been mapped against each other and placed on the sequence map…so they form a useful marker framework to position new loci. Three point mapping is very powerful because in humans flanking double recombinants on a dense marker map are extremely rare.
81
Mapping Issues: Exclusion Mapping
Rare recombinants in small families can be very powerful tools despite low contribution to Z. With dense marker maps a recombination breakpoint can provide the “maximal physical extent” of a genetic locus.
82
83