Biology
Grade-12
Easy
Question
What point mutation adds one base?
- Substitution
- Deletion
- Insertion
- Inversion
Hint:
Insertion
The correct answer is: Insertion
An insertion mutation occurs when an extra base pair is added to a sequence of bases.
Related Questions to study
Biology
What type of mutation happens to just one base?
What type of mutation happens to just one base?
BiologyGrade-12
Biology
A substitution mutation that has no effect
on amino acids sequence
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)
A substitution mutation that has no effect
on amino acids sequence
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)
BiologyGrade-12
Biology
The condition of sickle cell anemia is due to the
The condition of sickle cell anemia is due to the
BiologyGrade-12
Biology
A recessive mutation is one which
A recessive mutation is one which
BiologyGrade-12
Biology
Mutations that do not cause any functional change in protein are known as
Mutations that do not cause any functional change in protein are known as
BiologyGrade-12
Biology
Harmful mutations do not get eliminated from the gene pool because
Harmful mutations do not get eliminated from the gene pool because
BiologyGrade-12
Biology
How many kinds of mutations are found in DNA which includes mutation of only one base?
How many kinds of mutations are found in DNA which includes mutation of only one base?
BiologyGrade-12
Biology
What is mutagenesis?
What is mutagenesis?
BiologyGrade-12
Biology
DNA molecule segment is: TTACGCAAG
The mutated DNA segment is TTCGCAAG. This is an example of ___ mutation.
DNA molecule segment is: TTACGCAAG
The mutated DNA segment is TTCGCAAG. This is an example of ___ mutation.
BiologyGrade-12
Biology
Identify the DELETION mutation from the following:
ATG CCA AAT
Identify the DELETION mutation from the following:
ATG CCA AAT
BiologyGrade-12
Biology
What mutation has occurred here?
T-G-A-C-C-A
T-G-A-G-C-A
What mutation has occurred here?
T-G-A-C-C-A
T-G-A-G-C-A
BiologyGrade-12
Biology
Mutations can be a result of
Mutations can be a result of
BiologyGrade-12
Biology
Body cell mutations can contribute to _________
Body cell mutations can contribute to _________
BiologyGrade-12
Biology
What is a type of mutation?
What is a type of mutation?
BiologyGrade-12
Biology
What is the building block of DNA
What is the building block of DNA
BiologyGrade-12