Question
What is the evolutionary purpose of cells that undergo crossing over?
Produce genetically identical gametes
Increase genetic diversity
To prevent mutations
Keep the redundancy of the cell high
Produce genetically identical gametes
Increase genetic diversity
To prevent mutations
Keep the redundancy of the cell high
Hint:
Crossing over alters the genes which is the reason why we don't look exactly the same as our parents.
The correct answer is: Increase genetic diversity
- Crossover is the process that takes place between homologous chromosomes to increase genetic diversity.
- In a crossover, part of one chromosome is exchanged for another. The result is a hybrid chromosome with a unique pattern of genetic material.
- Gametes acquire the ability to be genetically distinct from neighboring gametes after crossover occurs. This allows for genetic diversity that helps cells participate in the survival of the fittest and evolution.
Related Questions to study
When does chromosomal crossover occur?
When does chromosomal crossover occur?
Chromosomal crossover is the natural pairing up and exchanging of genetic material between
Chromosomal crossover is the natural pairing up and exchanging of genetic material between
Which of the following does not cause variation?
Which of the following does not cause variation?
What is the structural and functional unit of heredity?
What is the structural and functional unit of heredity?
When does crossing over occur in meiosis?
When does crossing over occur in meiosis?
__________is the degree to which differences are seen in parents and their off springs.
__________is the degree to which differences are seen in parents and their off springs.
DNA is present in _________ of a cell.
DNA is present in _________ of a cell.
In sickle cell anemia amino acid______ is formed as a result of point substitution.
In sickle cell anemia amino acid______ is formed as a result of point substitution.
The following image shows the mechanism of _______ mutation.
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)
The following image shows the mechanism of _______ mutation.
![](data:image/png;base64,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)
_____________ mutation causes sickle cell anemia.
_____________ mutation causes sickle cell anemia.
The picture shows which type of chromosomal mutation?
![](data:image/png;base64,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)
The picture shows which type of chromosomal mutation?
![](data:image/png;base64,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)
Down’s syndrome is an example of:
Down’s syndrome is an example of:
______ mutations originate during meiosis while ______ mutation originates during mitosis.
______ mutations originate during meiosis while ______ mutation originates during mitosis.
Which of the following is not an effect of a mutation?
mutation occurs at genetic level/ nucleotide level or DNA level but its effect when polypetide is formed.
the change in nucleotide sequence causes change in genetic codes(amino acid sequence) which formed wrong polypeptide.
so the after the mutation the protein is formed and mutation is nothing is related with the amount of protein.
Which of the following is not an effect of a mutation?
mutation occurs at genetic level/ nucleotide level or DNA level but its effect when polypetide is formed.
the change in nucleotide sequence causes change in genetic codes(amino acid sequence) which formed wrong polypeptide.
so the after the mutation the protein is formed and mutation is nothing is related with the amount of protein.
To cause a frame shift type of mutation, ______ must occur.
A frameshift variant occurs when there is an addition or loss of nucleotides that shifts the grouping and changes the code for all downstream amino acids. The resulting protein is usually nonfunctional. Insertions, deletions, and duplications can all be frameshift variants.
A frameshift mutation in a gene refers to the insertion or deletion of nucleotide bases in numbers that are not multiples of three. This is important because a cell reads a gene’s code in groups of three bases when making a protein. Each of these “triplet codons” corresponds to one of 20 different amino acids used to build a protein. If a mutation disrupts this normal reading frame, then the entire gene sequence following the mutation will be incorrectly read. This can result in the addition of the wrong amino acids to the protein and/or the creation of a codon that stops the protein from growing longer.
To cause a frame shift type of mutation, ______ must occur.
A frameshift variant occurs when there is an addition or loss of nucleotides that shifts the grouping and changes the code for all downstream amino acids. The resulting protein is usually nonfunctional. Insertions, deletions, and duplications can all be frameshift variants.
A frameshift mutation in a gene refers to the insertion or deletion of nucleotide bases in numbers that are not multiples of three. This is important because a cell reads a gene’s code in groups of three bases when making a protein. Each of these “triplet codons” corresponds to one of 20 different amino acids used to build a protein. If a mutation disrupts this normal reading frame, then the entire gene sequence following the mutation will be incorrectly read. This can result in the addition of the wrong amino acids to the protein and/or the creation of a codon that stops the protein from growing longer.