2.2

Size of specimens

10 flashcards to master Size of specimens

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Definition Flip

State the formula used to calculate magnification.

Answer Flip

Magnification = Image size ÷ Actual size. This formula is fundamental for determining how much larger an image appears compared to the real object,

Example: when viewing cells under a microscope.
Key Concept Flip

A cell is drawn 50mm wide in a diagram. Its actual width is 5mm. Calculate the magnification.

Answer Flip

Magnification = Image size / Actual size = 50mm / 5mm = 10x. This means the image in the diagram is 10 times larger than the actual cell.

Definition Flip

Define 'actual size' in the context of microscopy.

Answer Flip

Actual size refers to the real, physical dimensions of a specimen. It is the size of the specimen as it exists in reality, before any magnification is applied.

Example: the actual size of a red blood cell.
Definition Flip

Define 'image size' in the context of microscopy.

Answer Flip

Image size is the size of the specimen as it appears in a magnified image, such as a drawing or photograph taken through a microscope. It's usually measured with a ruler.

Example: the size of the drawing of a muscle cell.
Key Concept Flip

What units are typically used when calculating magnification?

Answer Flip

When calculating magnification, image and actual sizes should be in the same units, such as millimetres (mm). This ensures the magnification is a dimensionless ratio. It's crucial for accurate calculations when measuring microscopic structures like bacteria.

Key Concept Flip

Convert 3.5 mm to micrometres (μm).

Answer Flip

1 mm is equal to 1000 μm. Therefore, 3.5 mm is equal to 3.5 x 1000 = 3500 μm. Being able to do this conversion is key when looking at cells.

Key Concept Flip

Convert 7500 μm to millimetres (mm).

Answer Flip

1 μm is equal to 0.001 mm. Therefore, 7500 μm is equal to 7500 x 0.001 = 7.5 mm. This conversion is useful for expressing the size of small structures like organelles.

Key Concept Flip

Why is it important to include units when stating magnification?

Answer Flip

Magnification itself is a dimensionless ratio (

Example: 100x). Units are essential when stating image size or actual size to provide context and meaning to the measurement (. 5mm).
Key Concept Flip

A diagram of a plant cell has a magnification of x50. The image of the cell wall is 2 mm thick. What is the actual thickness of the cell wall?

Answer Flip

Actual size = Image size / Magnification = 2 mm / 50 = 0.04 mm. Therefore, the actual thickness of the plant cell wall is 0.04 mm.

Key Concept Flip

Describe the relationship between magnification and resolution.

Answer Flip

Magnification increases the size of an image, but resolution determines the clarity and detail that can be seen. Increasing magnification without improving resolution will only result in a blurry image. Microscopes need good resolution.

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2.1 Cell structure 3.1 Diffusion

Key Questions: Size of specimens

State the formula used to calculate magnification.

Magnification = Image size ÷ Actual size. This formula is fundamental for determining how much larger an image appears compared to the real object,

Example: when viewing cells under a microscope.
Define 'actual size' in the context of microscopy.

Actual size refers to the real, physical dimensions of a specimen. It is the size of the specimen as it exists in reality, before any magnification is applied.

Example: the actual size of a red blood cell.
Define 'image size' in the context of microscopy.

Image size is the size of the specimen as it appears in a magnified image, such as a drawing or photograph taken through a microscope. It's usually measured with a ruler.

Example: the size of the drawing of a muscle cell.

About Size of specimens (2.2)

These 10 flashcards cover everything you need to know about Size of specimens for your Cambridge IGCSE Biology (0610) exam. Each card is designed based on the official syllabus requirements.

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