Explanation
$$\textbf{Correct answer: A}$$
$$\textbf{Option (A):}$$
$$\bullet$$ In the apoplast pathway, the water does not enter the cytoplasm directly. Water passes through the cell wall and intercellular spaces.
$$\bullet$$ The movement of water takes place from one cell to another by crossing the plasma membrane.
$$\bullet$$ Only when the water is not able to move through the cell wall due to the presence of a Casparian strip, water move inside the cytoplasm.
$$\bullet$$ Therefore water passes through at least two membranes in the apoplast pathway.
$$\textbf{Option (B):}$$
$$\bullet$$ In the symplast pathway, the water passes through the cytoplasm.
$$\bullet$$ There are minute pores in the cell wall called plasmodesmata which connect the cytoplasm of adjoining cells. Water passes through the plasmodesmata without having any barrier stopping its flow.
$$\textbf{Option (C):}$$
$$\bullet$$ Water does not move to the transmembrane protein because the water molecule has the ability to pass through the cell membrane.
Hence, the correct answer is option (A).
A.In the system A, inward diffusion of water takes place with slow rate
B. In the system B, inward diffusion of water takes place with medium rate.
C.In the system C, inward diffusion of water takes place with maximum rate
D.In the system D, inward diffusion of water takes place with high rate
Guttation is the term used to refer to the phenomenon in which droplets of eater secreted from the pores in leaves of plants. It occurs through specialised pores called hydathodes. It takes place at night and in conditions of high root pressure and low transpiration. It occurs in plants growing under conditions of high soil moisture and high humidity. Thus, the correct answer is 'It occurs through specialised pores called hydathodes.'
What is the direction of net osmotic movement of water of a solution $$A$$ enclosed in a semipermeable membrane having an osmotic potential $$-30$$ bars and pressure potential $$5$$ bars is surrounded in a solution $$B$$ of osmotic potential$$-10$$ bars and pressure potential$$= 0?$$
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