Biology
Grade-9
Easy
Question
The labelled part A is called___________.
![](data:image/png;base64,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)
- Cell membrane
- Plasma membrane
- Cytoplasm
- Cell wall
Hint:
The cell wall is a rigid layer of polysaccharides that lies outside the plasma membrane of the cells of plants, fungi, and bacteria. In the algae and higher plants, it consists mainly of cellulose.
The correct answer is: Cell wall
- The cell wall surrounds the plasma membrane of plant cells and provides tensile strength and protection against mechanical and osmotic stress.
- It also allows cells to develop turgor pressure, which is the pressure of the cell contents against the cell wall.
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