A compound microscope is an instrument which consists of two lenses L₁ and L. The lens L₁ called objective, forms a real, inverted and magnified image of the given object. This serves as the object for the second lens Li the eye piece. The eye piece functions like a simple microscope or magnifier. It produces the final image, which is inverted with respect to the original object, enlarged and virtual.
Answers
Explanation:
A compound microscope is an instrument which consists of two lenses L₁ and L. The lens L₁ called objective, forms a real, inverted and magnified image of the given object. This serves as the object for the second lens Li the eye piece. The eye piece functions like a simple microscope or magnifier. It produces the final image, which is inverted with respect to the original object, enlarged and virtual.
Answer:
Explanation:
The characteristics of the magnification allow you to find what the total magnification of a microscope is:
The image formed by the microscope is inverted with respect to the initial object.
The magnification depends on the distance between the two lenses and its focal length.
A microscope is an instrument used to magnify the size of nearby objects. Its principle of operation, the two lenses L₁ and L₂ are widely separated, which is why they work as independent lenses, consequently the magnification of the microscope is the product of the magnification of each element.
where M is the total magnification, m₁ and m₂ the magnification of each element, L the distance between the lenses, ”25 cm” the focal length for near vision and f the focal length
The image formed by the microscope is inverted with respect to the objet, see attached.
The magnification depends on the distance between the two lenses and its focal length.
In conclusion using the characteristics of the magnification we can find what the total magnification of a microscope is:
The image formed by the microscope is inverted with respect to the initial object.
The magnification depends on the distance between the two lenses and its focal length.