Biology
Grade-12
Easy
Question
What mutation has occurred here?
T-G-A-C-C-A
T-G-A-G-C-A
- Substitution
- Deletion
- Insertion
- Frameshift
Hint:
Substitution
The correct answer is: Substitution
Substitution is a type of mutation in which one nucleotide is replaced by a different nucleotide.
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)
Which gender can be carriers of colorblindness?
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)
scienceGrade-12
science
How many females are in this pedigree?
![](data:image/png;base64,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)
How many females are in this pedigree?
![](data:image/png;base64,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)
scienceGrade-12
science
Which individual in the first generation is a carrier?
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)
Which individual in the first generation is a carrier?
![](data:image/png;base64,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)
scienceGrade-12
science
Pedigrees are used to______.
Pedigrees are used to______.
scienceGrade-12
science
What does a vertical line coming down from a square and circle that are connected by horizontal line indicate?
What does a vertical line coming down from a square and circle that are connected by horizontal line indicate?
scienceGrade-12