Genetics Flashcards

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1
Q

gregor mendel

A

bred garden peas, argued that parents pass on to their offspring discrete heritable factors, said genes retain their individuality generation after generation (don’t blend). true bred plants
hypotheses:
1. there are alternative versions of genes that account for variations in inherited characters, alternative versions of genes called alleles
2. for each character, an organism inherits two alleles, one from each parent. can be homogenous or heterozygous
3. if the two alleles of an inherited pair differ, then one determines the organism’s appearance and is called the dominant allele; the other has no noticeable effect on the organism’s appearance and is called the recessive allele
4. a sperm or egg carries only one allele for each inherited character because allele pairs separate (segregate) from each other during the production of gametes

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2
Q

true-breeding

A

varieties of an organism for which self-fertilization produces offspring identical to the parent

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3
Q

hybrid

A

the offspring of two different varieties of organism (ex. purple plant bred with white plant, offspring is hybrid)

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4
Q

fertilization

A

the union of the nucleus of a sperm cell with the nucleus of an egg cell, producing a zygote. organisms fertilize one another to make more

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5
Q

p generation

A

first generation, parents, true-breeding

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6
Q

f1 generation

A

hybrid offspring of p generation

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7
Q

f2 generation

A

when f1 plants self fertilize or fertilize one another, offspring are f2 generation

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8
Q

monohybrid cross

A

when two parents are mated that only have one different character

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9
Q

dihybrid cross

A

a mating of parental varieties differing in two characters

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10
Q

gene

A

factors that parents pass on to their children. they remain individuality generation after generation. they determine certain characteristics of the children

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11
Q

allele

A

the alternative versions of a gene. different alleles count for variations in inherited characteristics

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12
Q

genotype

A

an organism’s genetic makeup (ex. Gg)

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13
Q

phenotype

A

an organism’s expressed, or physical, traits (ex. white flowers)

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14
Q

recessive

A

the allele that has no noticeable effect on the organism’s appearance. if a gene is recessive, it may skip generations. the only time it is expressed is it the person has two recessive alleles, lower case

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15
Q

dominant

A

the allele that determines the organism’s appearance, upper case

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16
Q

heterozygous

A

an organism that has two different alleles for a gene is heterozygous for that gene and is called a heterozygote

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17
Q

homozygous

A

an organism that has two identical alleles for a gene is homozygous for that gene and is called a homozygote

18
Q

law of segregation

A

one of mendel’s laws. a sperm or egg carries only one allele for each inherited character because allele pairs separate (segregate) from each other during the production of gametes

19
Q

law of independent assortment

A

one of mendel’s, each pair of alleles segregates independently of other pairs of alleles during gamete formation

20
Q

gametes

A

a sex cell; a haploid egg or sperm. the union of two gametes of opposite sex produces a zygote

21
Q

locus

A

the particular site where a gene is found on a chromosome. homologous chromosomes have corresponding gene loci. alleles of a gene reside at the same locus on homologous chromosomes

22
Q

homologous chromosomes

A

homologues, chromosomes that carry genes controlling the same inherited characteristics. homologous chromosomes have genes for the same characters located at the same positions along their lengths

23
Q

amniocentesis

A

needle into uterus, take out fetus cells, allows for karyotyping

24
Q

CVS

A

chorionic villus sampling, biochemical testing

25
Q

mendelian genetics

A

explain inheritance in terms of discrete factors (genes) that are passed on along from generation to generation according to simple rules of probability. valid for all sexually producing organisms but often don’t cover it all

26
Q

non mendelian genetics

A

codominance, incomplete dominance, pleiotropy, polygenic

27
Q

incomplete dominance

A

when the appearance of f1 hybrids falls between the phenotypes of the two parental varieties (ex. red and white flowers make pink flowers. NOT BLENDING

28
Q

codominance

A

both alleles are expressed in heterozygous individuals (ex. blood types)

29
Q

pleiotropy

A

when genes influence multiple characters
SICKLE CELL ANEMIA
most genes

30
Q

polygenic inheritance

A

the additive effects of two or more genes on a single phenotypic character. converse of pleiotropy. multiple letters (ex. skin color = AABbcc

31
Q

linked genes

A

genes located close together on the same chromosome tend to be inherited together and are called linked genes. generally do not follow mender’s law of independent assortment
WEIRD RATIO = LINKED GENE

32
Q

chromosome theory of inheritance

A

cells undergoing meiosis. genes occupy specific loci on chromosomes and it is the chromosomes that undergo segregation and independent assortment during meiosis. thus, it is the behavior of chromosomes during meiosis and fertilization that accounts for inheritance patterns

33
Q

crossing over

A

recombines linked genes into mixtures of alleles not found in parents
chromosomes of offspring have combo that neither parent has
creates gamete diversity

34
Q

recombinants

A

recombinant gametes are gametes that are made from a recombination of parental genes (ex. by crossing over)

35
Q

sex chromosome

A

X and Y

36
Q

sex-linked traits

A

a gene located on either sex chromosome is a sex-linked gene. traits that are sex-linked are passed on with the sex chromosomes

37
Q

pedigree

A

a family tree representing the occurrence of heritable traits in parents and offspring across a number of generations

38
Q

autosomal recessive

A

not sex-linked, two copies of recessive gene given to child, skips generations

39
Q

autosomal dominant

A

not sex-linked, at least one dominant gene, stays generations

40
Q

chi-square

A

X^2 = Σ[(O-E)^2/E]

Take observed minus expected squared divided by expected and then add all those together