IB Biology – Theme B: Form and Function
Biomolecules, membranes, organelles, gas exchange, transport, adaptation.
This worksheet covers:
- Practice questions covering biomolecules and membranes
- Organelles and gas exchange
- And transport and adaptation
- From IB Biology Theme B
A calculator is required for the numerical questions.
Questions
Describe the structure of a triglyceride (fat) molecule, referring to glycerol and fatty acids, and state one function of lipids in living organisms.
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Describe the fluid mosaic model of cell membrane structure, referring to the arrangement of phospholipids and proteins.
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A student views a cell under a light microscope and measures the diameter of the cell’s image as $45\,\text{mm}$. The magnification used was $\times450$. Calculate the actual diameter of the cell, giving your answer in $\mu\text{m}$.
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Explain, in terms of the structure of the phospholipid bilayer, why polar or charged molecules (such as ions) cannot easily diffuse directly across a cell membrane, and describe how such molecules cross the membrane instead.
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State the main function of each of the following organelles:(a) mitochondrion(b) rough endoplasmic reticulum(c) Golgi apparatus.
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Two cube-shaped cells have side lengths $2\,\text{mm}$ and $6\,\text{mm}$ respectively.(a) Calculate the surface area, volume, and surface area-to-volume ratio for each cell.(b) Explain the significance of the difference in surface area-to-volume ratio for the efficiency of diffusion of substances into and out of each cell.
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Explain how the structure of the alveoli in the lungs makes them well adapted for efficient gas exchange.
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Explain the role of surfactant in the lungs, and describe what can happen if insufficient surfactant is produced, such as in a premature baby.
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Using the term water potential, explain why water moves from the soil into root hair cells of a plant.
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Describe the structural features of xylem vessels, and explain how these features aid the transport of water through a plant.
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Explain, using the concept of natural selection, how a population of insects might evolve resistance to a pesticide over several generations following repeated pesticide use.
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A potometer is used to estimate the rate of water uptake by a leafy shoot. The air-water meniscus moves $24\,\text{mm}$ along the capillary tube in $8$ minutes. The internal diameter of the capillary tube is $1.0\,\text{mm}$. Calculate the rate of water uptake, in $\text{mm}^3\,\text{min}^{-1}$.
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