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    ​Given below are components that facilitate transfer of molecules across phospholipid bilayers (Column X) and the properties of these components (Colu
    Question

    Given below are components that facilitate transfer of molecules across phospholipid bilayers (Column X) and the properties of these components (Column Y).

    Choose the option that correctly matches the components with their properties.

    A.

    A-IV, B-II, C-I, D-III

    B.

    A-II, B-III, C-IV, D-I

    C.

    A-III, B-IV, C-I, D-II

    D.

    A-III, B-IV, C-II, D-I

    Correct option is D

    Match based on the given answer

    • A-III: ATP-powered pumps → "Movement of molecules against a concentration gradient and/or electrical potential."
      • ATP-powered pumps (like the sodium-potassium pump) perform primary active transport, moving molecules against their gradient using ATP. This matches III, as it involves movement against a concentration gradient (and often an electrical potential for ions).
    • B-IV: Uniporter → "Transport of hydrophilic molecules down their concentration gradients."
      • Uniporters facilitate the diffusion of a single type of molecule (e.g., glucose via GLUT transporters) down its concentration gradient. This matches IV, as it involves hydrophilic molecules moving down their gradient.
    • C-II: Channels → "Free diffusion of hydrophilic molecules."
      • Channels (e.g., ion channels) allow hydrophilic molecules like ions to move down their concentration or electrochemical gradient. The term "free diffusion" here is a bit misleading—channels facilitate diffusion, not "free" diffusion (which typically occurs without a protein). However, in the context of the problem, this likely means passive diffusion through a protein, which fits channels. So, II aligns with channels.
    • D-I: Symporter → "Movement of molecules against concentration gradient coupled to another molecule moving down the concentration gradient."
      • Symporters (e.g., sodium-glucose symporter) move one molecule against its gradient while another moves down its gradient (secondary active transport). This matches I perfectly.

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