Biology
Grade-8
Easy
Question
Match the following:
![](data:image/png;base64,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)
- a-1, b-2, c-3
- a-3, b-1, c-2
- a-2, b-3, c-1
- a-3, b-2, c-1
Hint:
There are a total 5 receptors on the basis of the type of stimuli
The correct answer is: a-3, b-1, c-2
- Chemoreceptors: stimulated by changes in the chemical concentration of substances.
- Pain receptors: stimulated by tissue damage.
- Thermoreceptors: stimulated by changes in temperature.
- Mechanoreceptors: stimulated by changes in pressure or movement.
- Photoreceptors: stimulated by light energy.
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Biology
What is the name given to part of a DNA molecule that codes for a protein?
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)
What is the name given to part of a DNA molecule that codes for a protein?
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)
BiologyGrade-8
Biology
_______ is to transcription and ________ is to translation.
_______ is to transcription and ________ is to translation.
BiologyGrade-8
Biology
What structure of this molecule binds with the mRNA molecule?
![](data:image/png;base64,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)
What structure of this molecule binds with the mRNA molecule?
![](data:image/png;base64,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)
BiologyGrade-8
Biology
In eukaryotic cells, the ____________ are segments of mRNA that are cut out of the final transcript.
In eukaryotic cells, the ____________ are segments of mRNA that are cut out of the final transcript.
BiologyGrade-8
Biology
In eukaryotic cells, after transcription, the mRNA
In eukaryotic cells, after transcription, the mRNA
BiologyGrade-8
Biology
In proteins, the α-helix and β-pleated sheet are examples of
In proteins, the α-helix and β-pleated sheet are examples of
BiologyGrade-8
Biology
What does a promoter do?
What does a promoter do?
BiologyGrade-8
Biology
Which of the following are types of post-transcriptional control of genes in eukaryotes?
Which of the following are types of post-transcriptional control of genes in eukaryotes?
BiologyGrade-8