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How does the magnifying power of a telescope change on increasing the diameter of its objective?
  • a)
    Independent
  • b)
    Doubled
  • c)
    Halved
  • d)
    Becomes zero
Correct answer is option 'A'. Can you explain this answer?
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How does the magnifying power of a telescope change on increasing the ...
Magnifying Power of a Telescope and the Diameter of its Objective

The magnifying power of a telescope refers to its ability to increase the apparent size of an object or to make it appear closer and larger than it actually is. It is determined by the ratio of the focal length of the objective lens (or mirror) to the focal length of the eyepiece.

Relationship between Magnifying Power and Objective Diameter

The magnifying power of a telescope is independent of the diameter of its objective. This means that increasing or decreasing the diameter of the objective does not directly affect the magnifying power of the telescope.

Explanation

1. Magnifying Power Formula: The magnifying power (MP) of a telescope can be calculated using the formula: MP = -fo/fe, where fo is the focal length of the objective and fe is the focal length of the eyepiece.

2. Objective Diameter: The diameter of the objective lens (or mirror) determines the amount of light that can enter the telescope. A larger objective diameter allows more light to be gathered, resulting in a brighter image.

3. Light Gathering Power: The light gathering power of a telescope is directly proportional to the square of its objective diameter. This means that doubling the diameter of the objective will increase the amount of light gathered by a factor of four (2^2).

4. Brightness and Resolution: Increasing the diameter of the objective improves the brightness and resolution of the telescope. A larger objective can gather more light, allowing fainter objects to be observed. It also increases the resolving power, enabling finer details to be seen.

5. Magnifying Power: However, the magnifying power of a telescope does not depend on the diameter of the objective. It is determined by the combination of the objective and eyepiece focal lengths.

6. Trade-off: Increasing the magnifying power of a telescope comes at the cost of reducing the brightness and field of view. Higher magnification narrows the field of view and reduces the amount of light reaching the eyepiece.

7. Optimal Balance: The objective diameter should be chosen based on the desired brightness, resolution, and field of view for a given application. Larger objectives are suitable for observing faint objects and fine details, while smaller objectives are more portable and provide a wider field of view.

In conclusion, the magnifying power of a telescope is independent of the diameter of its objective. While increasing the objective diameter improves the brightness and resolution of the telescope, it does not directly affect the magnifying power. The magnifying power is determined by the combination of the objective and eyepiece focal lengths.
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How does the magnifying power of a telescope change on increasing the ...
Magnifying power of a telescope is given as:
m = f0/fe
It is independent of the aperture of the object. So the magnifying power is not affected when the diameter of the objective is increased.
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How does the magnifying power of a telescope change on increasing the diameter of its objective?a)Independentb)Doubledc)Halvedd)Becomes zeroCorrect answer is option 'A'. Can you explain this answer?
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