A plant cell placed in a concentrated solution
-When a plant cell is placed in a concentrated solution, then water moves out of the plant cell by osmosis as there is a more concentrated solution outside the cell.
-As the water moves out, the vacuole and cytoplasm shrink and the membrane pulls away from the cell. This is called plasmolysis and the cell is described as plasmolysed. This kills the cell as the membrane is damaged.
-The gaps are filled with the external solution. Since the cell wall is fully permeable to the external solution it moves through the wall and occupies the space
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)
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