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Figure 17 shows colonies of bacteria growing on an agar plate - Edexcel - GCSE Biology - Question 9 - 2023 - Paper 1

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Figure 17 shows colonies of bacteria growing on an agar plate. Each colony starts as one bacterium. Every time bacteria reproduce, the number of bacteria in each c... show full transcript

Worked Solution & Example Answer:Figure 17 shows colonies of bacteria growing on an agar plate - Edexcel - GCSE Biology - Question 9 - 2023 - Paper 1

Step 1

Calculate the number of bacteria in a colony after five hours

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Answer

To calculate the number of bacteria in a colony after five hours, we need to determine how many 30-minute intervals are in five hours.

There are 5 hours, which equals 300 minutes.

300 minutes ÷ 30 minutes = 10 intervals.

Since the number of bacteria doubles with each interval, the formula used is:

N=N0×2nN = N_0 \times 2^n

Where:

  • N0N_0 is the initial number of bacteria (1, since each colony starts as one bacterium),
  • nn is the number of intervals (10).

So,

N=1×210=1024N = 1 \times 2^{10} = 1024

Hence, the number of bacteria in a colony after five hours is 1024.

Step 2

Explain why antibiotics can be used to treat bacterial infections

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Answer

Antibiotics are effective against bacterial infections because they specifically target mechanisms and structures unique to bacteria. This can include:

  1. Cell Wall Synthesis: Many antibiotics disrupt the formation of the bacterial cell wall, leading to cell lysis and death.
  2. Protein Synthesis: Antibiotics can interfere with bacterial protein synthesis by targeting ribosomal function, which is essential for bacterial growth and replication.

This selective toxicity means that while antibiotics kill or inhibit bacteria, they typically do not harm human cells.

Step 3

Calculate the magnification of this drawing

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Answer

To calculate the magnification of the drawing, we use the formula:

Magnification=length of the drawingactual length\text{Magnification} = \frac{\text{length of the drawing}}{\text{actual length}}

In this case, the length of the drawing is 80 mm, and the actual length of the bacterium is 0.005 mm. Therefore,

Magnification=80 mm0.005 mm=16000\text{Magnification} = \frac{80 \text{ mm}}{0.005 \text{ mm}} = 16000

Thus, the magnification of the drawing is 16000.

Step 4

Describe the similarities and differences of a bacterial cell and a plant cell

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Answer

Bacterial cells and plant cells share some similarities but also have key differences:

Similarities:

  • Both cell types are fundamental units of life and contain genetic material.
  • They both have cytoplasm, where cellular processes occur, and ribosomes for protein synthesis.

Differences:

  1. Cell Wall Composition:

    • Bacterial Cells: Have a peptidoglycan cell wall which provides structure and protection.
    • Plant Cells: Have a cellulose cell wall that gives rigidity and shape.
  2. Nucleus:

    • Bacterial Cells: Do not have a true nucleus; their genetic material is located in the nucleoid region.
    • Plant Cells: Contain a well-defined nucleus enclosed within a nuclear membrane.
  3. Size:

    • Bacterial Cells: Generally much smaller (0.1 - 10 micrometers).
    • Plant Cells: Typically larger (10 - 100 micrometers).
  4. Organelles:

    • Bacterial Cells: Lack membrane-bound organelles.
    • Plant Cells: Have various organelles, including chloroplasts for photosynthesis and mitochondria for energy production.

These differences reflect their distinct roles in ecosystems and their methods of obtaining nutrients.

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