What is the value of the smallest objective?
If it is 4x,
The total magnification = eye piece x objective lens
= (10x) x (4x)
= 40x
To calculate the total power of a microscope when using the 100X objective lens, you multiply the magnification of the objective lens by the magnification of the eyepiece (ocular lens). If the eyepiece is typically 10X, the total power would be 100X (objective) × 10X (eyepiece) = 1000X. Thus, the total power of the microscope would be 1000X.
MP=(d/L)*(1-(L-l)f) where d would be the distance from the eye to the image without a lens L is the distance from the eye to the new virtual image (with a lens) l is the distance from the eye to the lens this equation only covers a single lens (whereas there tend to be two in a microscope), but that's no worry; use it twice! (i.e treat both lenses as independent sources of the image)
magnification= ocular power *objective power=10X*60X
One can obtain a total magnification of 400x while using an objective lens of 40x. Such a lens should be used along an eyepiece of 10x.
The 'object lens' in a compound microscope is closest to the object being examined.
To find the total magnifying power of a microscope, you multiply the magnification of the objective lens by the magnification of the eyepiece. For example, if the objective lens magnifies 10x and the eyepiece magnifies 20x, the total magnifying power would be 10x * 20x = 200x.
The low power objective is small lens with low magnifying power.
No, the magnifying power is not simply the sum of the magnifications of the two lenses. In a compound microscope, the total magnification is the product of the magnification of the objective lens and the eyepiece lens.
The total magnification would be 200x, since the total magnification is the magnification of the objective lens X the magnification of the eyepiece.
The total magnification of a microscope is calculated by multiplying the power of the objective lens by the power of the eyepiece lens. Given a total magnification of 200x and an eyepiece lens power of 10x, the power of the objective lens would be 200x/10x = 20x.
The magnifying power of the eyepiece can be calculated by multiplying the magnification of the eyepiece by the magnification of the objective lens. In this case, if the eyepiece magnifies 10 times and the total magnification is 100 times, the magnifying power of the eyepiece alone is 10 times. Thus, the eyepiece provides a magnification of 10x, while the objective lens contributes the remaining magnification.
To calculate the total power of a microscope when using the 100X objective lens, you multiply the magnification of the objective lens by the magnification of the eyepiece (ocular lens). If the eyepiece is typically 10X, the total power would be 100X (objective) × 10X (eyepiece) = 1000X. Thus, the total power of the microscope would be 1000X.
To determine the magnifying power of the eyepiece used, you can divide the total magnification by the objective lens magnification. If the cell is observed at a total magnification of 200x under the High Power Objective (HPO), which typically has a magnification of 40x, the eyepiece magnification can be calculated as follows: 200x (total magnification) ÷ 40x (HPO) = 5x. Therefore, the eyepiece used has a magnifying power of 5x.
The magnifying power of the LPO (low power objective) lens on a microscope is typically 10x. This means that when viewing an object through the LPO lens, it will appear 10 times larger than its actual size.
MP=(d/L)*(1-(L-l)f) where d would be the distance from the eye to the image without a lens L is the distance from the eye to the new virtual image (with a lens) l is the distance from the eye to the lens this equation only covers a single lens (whereas there tend to be two in a microscope), but that's no worry; use it twice! (i.e treat both lenses as independent sources of the image)
The main magnifying parts of a microscope are the objective lens and the ocular lens. The objective lens magnifies the specimen being viewed, while the ocular lens further magnifies the image produced by the objective lens. Together, they help to achieve high magnification for detailed observation of microscopic structures.
magnification= ocular power *objective power=10X*60X