Human somatic cells consist of
46 Chromosomes
In Meiosis 1, DNA
Replicates once
Crossing over occurs in
Prophase 1 of Meiosis
All body cells of an organism except for gametes
A somatic cell
Different versions of a gene
allele
Homologous pairs separate and move toward opposite poles
Anaphase 1
The unique combination of egg and sperm each with its own unique combination of chromosomes is
Random Fertilization
A threadlike structure of nucleic acids and proteins usually found in the nucleus which carries genetic information in the form of genes
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
The arrow is showing
Klinefelter syndrome
Meiosis 2 is basically
the same as mitosis
For humans n=23 or 223, with that being said how many possible combinations can we create
About 8 million (8,388,608 to be exact)
Identical copies formed by DNA replication with both joined together by a centromere
Sister chromatid
The position of a gene on a chromosome
locus
Meiosis results in
4 haploid non-identical daughter cells
BONUS!!!!
Trisomy 21 is
down syndrome, a person with a third 21st chromosome
A set of one maternal and one paternal chromosome that pairs up during Meiosis
Homologs
Her sex chromosomes are "XO"
Turner syndrome
The nuclear envelope forms
In Telophase 2
The picture is showing
Independent assortment
Reproductive cell is also known as
Gamete/Gametic cell