Genetic Engineering and Reproductive Strategies Flashcards

You may prefer our related Brainscape-certified flashcards:
1
Q

Reproductive Strategies in Agriculture

A

Selective breeding = selecting specific plants or animals to breed for desired traits

Artificial insemination = artificial transfer of semen to reproductive system
* Dairy cattle - the way dairy cows are bred, they cannot take in natural mating
* Semen catalogue
* There are downfalls to this selection

Embryo Transfer = fertilizing an egg outside of the womb, then transferring it into a reproductive tract
* Combats stress of physically transporting animals to breed

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
2
Q

IVF

A

in vitro fertilization = Egg is fertilized outside of body

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
3
Q

Reasons for IVF

A
  • Blocked or damaged fallopian tubes - When eggs are extracted they are stuck in phase 1
  • Male factor infertility
  • Woman w ovulation failure
  • Uterine fibroids
  • Women who’ve undergone fallopian tube removed
  • Individuals w genetic disorders (IVF can detect prior to fertilization)
  • Unexplained infertility
How well did you know this?
1
Not at all
2
3
4
5
Perfectly
4
Q

Infertility issues have increased over the years due to:

A
  • people having children when older
  • Things in our foods
How well did you know this?
1
Not at all
2
3
4
5
Perfectly
5
Q

Biotechnology

A

use of organisms to make useful products
* Microorganisms used to make vaccines, antibiotics, hormones, etc.

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
6
Q

Genetic Engineering (GMO)

A

intentional production of new genes and alterations of genomes by the substitution or introduction of new genetic material
* We can tailor the abilities of living organisms to meet needs in agriculture

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
7
Q

Blue Jean Baby

A
  • Until recently, blue jean colour was produced by plants
  • Involves synthetic production using coal and oil → produced toxic by-products
  • Bio-indigo from bacteria
  • Alterations to the genome of e-coli have resulted in a strain that makes high levels of tryptophan
  • Molecule can be converted into indigo in a series of steps
How well did you know this?
1
Not at all
2
3
4
5
Perfectly
8
Q

Plasmids

A

Genetic Loop in a bacterial cell
* bacteria = prokaryotic (before nucleus)
* Can replicate independently of chromosomes

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
9
Q

How are plasmids used in lab maniupation of genes

A
  • Move pieces of desired DNA (such as genes for producing indigo dye) into bacteria
  • Plasmid is removed from bacteria cell, desired gene is inserted into the plasmid
    Result: recombinant plasmid (original + new)
  • New recombinant plasmid is inserted back into bacteria cell where it replicates
How well did you know this?
1
Not at all
2
3
4
5
Perfectly
10
Q

Genetic Recombination

A

Bacteria are essential to modern biotechnology
* We can use them to mass produce useful genes and proteins (e.g. insulin)
* Recombinant DNA technology = combines genes from different sources, even different species into a single DNA molecule

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
11
Q

Human Insulin Production

DO NOT CLICK LINK - COPY ONLY

A

data:image/jpeg;base64,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

DO NOT CLICK LINK - COPY ONLY

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
12
Q

2 Main Steps of Making Recombinant DNA

A

Cutting and pasting
* DnA containing gene that must be cut out of a longer DNA molecule

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
13
Q

Restriction Enzymes

A

Used for cutting DNA
* Make staggered cuts, leaving single-stranded DNA at the ends of the fragments called “sticky ends”
* Sticky ends useful for recombining DNA, such as plasmid into a human gene

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
14
Q

Why are sticky ends called sticky ends

A

Because they are available to bind to any sequence that is complementary to it

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
15
Q

DNA Ligase

A

Used for pasting sticky ends back together

How well did you know this?
1
Not at all
2
3
4
5
Perfectly
16
Q

Therapeutic Cloning

A

Replaces an egg cell’s nucleus w a nucleus from a somatic donor cell
* Produces genetically identical cells

17
Q

Uses of Therapeutic Cloning

A
  • Somatic cell nuclear transfer
  • Stem cell treatments
  • Chemotherapy
  • Gene therapy
  • Embryonic stem cell
  • Adult stem cell
  • Cloning