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What distance is ideal for viewing through a simple microscope?
What distance is ideal for viewing through a simple microscope?
- Half the focal length of the lens
- The least distance of distinct vision from the eye (correct)
- At least 1 metre away from the lens
- The exact focal length of the lens
What is the magnifying power, $M$, of a simple microscope given by?
What is the magnifying power, $M$, of a simple microscope given by?
- $M = D + F$
- $M = D \times F$
- $M = 1 + \frac{D}{F}$ (correct)
- $M = \frac{D}{F}$
What does 'D' represent in the magnifying power formula $M = 1 + \frac{D}{F}$?
What does 'D' represent in the magnifying power formula $M = 1 + \frac{D}{F}$?
- Least distance of distinct vision (correct)
- Depth of field
- Distance of the object
- Diameter of the lens
Why should the focal length, $F$, of the convex lens in a simple microscope be small?
Why should the focal length, $F$, of the convex lens in a simple microscope be small?
Which of the following is an application of a simple microscope?
Which of the following is an application of a simple microscope?
What are the two basic types of optical microscopes?
What are the two basic types of optical microscopes?
What is a simple microscope?
What is a simple microscope?
How does a simple microscope magnify an object?
How does a simple microscope magnify an object?
On what principle does a simple microscope work?
On what principle does a simple microscope work?
What kind of image is formed by a simple microscope?
What kind of image is formed by a simple microscope?
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Study Notes
Types of Optical Microscopes
- Two basic types are simple and compound microscopes.
- Simple microscope uses one lens; compound microscope employs multiple lenses for higher magnification.
Simple Microscope
- A simple microscope magnifies objects using a single convex lens.
- Works on the principle of light refraction to create a virtual, erect, and magnified image of objects within its focal length.
- Forms a virtual and erect image which is easier to view.
- Ideal viewing distance relates to the least distance of distinct vision of the human eye.
Magnifying Power
- Magnifying power (M) is given by the formula (M = 1 + \frac{D}{F}) where
- (D) represents the least distance of distinct vision.
- (F) is the focal length of the lens, which should be small to enhance magnifying power.
- Applications include studying microscopic algae, fungi, and aiding jewellers in magnifying watch components.
Compound Microscope Structure
- The eyepiece magnifies the specimen image.
- The body tube connects the eyepiece to the objective lenses.
- Objective lenses are crucial for zooming in on the specimen.
- Stage clips secure the specimen slide during observation.
Light Source and Components
- The illuminator serves as the primary light source in a compound microscope.
- The stage holds the slide in place, while the nosepiece allows rotation between objective lenses.
- The aperture permits light passage, and the condenser gathers and focuses light onto the specimen.
- The diaphragm controls the light intensity reaching the specimen.
Total Magnification
- Total magnification is calculated by multiplying the magnifying powers of the objective and eyepiece.
Applications of Compound Microscope
- Used for identifying microorganisms and dead cells.
- Particularly useful in pathology labs for disease identification.
Dark-field Microscope
- Primarily used to observe living, unstained cells and microorganisms.
- Invented by Joseph Jackson Lister, enhancing contrast in transparent specimens.
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