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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)
Simply, multiply the magnification of the ocular lens times the magnification of the objective lens you have in place.
The magnification of confocal microscopes varies greatly based on the type of model. Generally, you can find them between 100x and 16,000x.
There are many different microscopes currently on the market. Most of these microscopes come with different levels of magnification so that you can view an object in different ways. It is important to make sure the microscope you choose to use will have the correct maginfication you need.
That all depends on the focal length of the telescopes objective mirror or lens, which is not stated in the question. Find the focal length of the main lens at the front of the tube, or the main mirror at the back. It's printed somewhere on the telescope itself, or else on the box it came in. Make sure the number is in millimeters, and then divide it by 30 (the focal length of your eyepiece). The answer is the magnification you'll get with that particular eyepiece in that particular scope.
It would be 50x. To find the magnification, you just have to multiply the number eyepiece and the number objective. So for example, * A 10x eyepiece and a 40x objective would have a magnification of 400x * A 10x eyepiece and a 100x objective would have a magnification of 1,000x
The total magnification is equal to the magnification of the eyepiece multiplied by the magnification of the objective lens. So in this case the objective lens would need to be 100X.
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 total magnification of the microscope when using the 40x objective depends on the strength of the eye piece lens. Typically a 10x eye piece lens is used in college microscopes this would give 40x10 = 400x magnification.
The ocular lens are 10x magnification. Objective lens are 4x, 10x, 40x, 100x magnification. So once an objective lens is selected, the total magnification would be given by its product with the 10x magnification of the ocular lens. For example, if objective lens selected is 40x, total magnification would be: (10x)(40x)=400x total.
magnification of the eyepiece X magnification of the lens (depends on which one you choose)
mahedi hasan......................speciman*objective
200 You find the answer by multiplying the objective and ocular together!(: I had this question on my Bio final.
Simply, multiply the magnification of the ocular lens times the magnification of the objective lens you have in place.
The magnification of confocal microscopes varies greatly based on the type of model. Generally, you can find them between 100x and 16,000x.
There are many different microscopes currently on the market. Most of these microscopes come with different levels of magnification so that you can view an object in different ways. It is important to make sure the microscope you choose to use will have the correct maginfication you need.
The scanning power objective relates to the objective lens. Most microscopes provide two or more objective lenses to give a choice of magnification power. Some also include an oil immersion lens for even greater magnification.