science
Grade-10
Easy
Question
______ is the controlling center of cell.
- Chloroplast
- Nucleus
- Cell wall
- Ribosome
Hint:
The nucleus is the controlling center of cells.
The correct answer is: Nucleus
- All the cellular activities are controlled by the nucleus.
- The protein synthesis starts from the nucleus which provides genetic information.
- The nucleus is the brain of the cell and is also called the controlling center of the cell.
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The genetic evidence is stored in ______.
The genetic evidence is stored in ______.
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_______ is essential for the survival of cell.
_______ is essential for the survival of cell.
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________ is essential for protein synthesis.
________ is essential for protein synthesis.
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______ is also called as nuclear envelope.
______ is also called as nuclear envelope.
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_____ is absent in animal cell.
_____ is absent in animal cell.
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________are repetitive stretches of DNA present at the ends of linear chromosomes.
________are repetitive stretches of DNA present at the ends of linear chromosomes.
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The compression point of chromosome is called _______.
The compression point of chromosome is called _______.
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Membrane bound nucleus is present in ___________.
Membrane bound nucleus is present in ___________.
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Which of the following is the brain of the cell?
Which of the following is the brain of the cell?
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A good example of a prokaryotic cell is_________.
A good example of a prokaryotic cell is_________.
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Which of the following difference is correct about membrane carrier protein and membrane channel protein?
Which of the following difference is correct about membrane carrier protein and membrane channel protein?
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Look at the shape of red blood cell in the given picture. In which of the following solution this cell must have been kept?
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)
Look at the shape of red blood cell in the given picture. In which of the following solution this cell must have been kept?
![](data:image/png;base64,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)
scienceGrade-10
science
_________ requires membrane protein.
_________ requires membrane protein.
scienceGrade-10
science
What is the role of sodium pump?
What is the role of sodium pump?
scienceGrade-10
science
Which of the following is correct about carrier proteins?
Which of the following is correct about carrier proteins?
scienceGrade-10