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Magnification is a detailed process, so it matters depending on what you are trying to see. Take this for an example: if you want to look at salt close up, you normally would use a low microscope, but if you want to look at it closer, you take a larger magnification.

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What magnification would you get by using the eyepiece ofx5 magnification with an objective lence of x10 magnification?

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What is the viewfinder magnification of the camera you are using?

The viewfinder magnification of the camera I am using is 0.78x.


How can one determine the magnification of an object using a microscope?

To determine the magnification of an object using a microscope, you can calculate it by dividing the magnification of the objective lens by the magnification of the eyepiece. This will give you the total magnification of the object.


What would be the magnification if you were using a 40x objective?

The magnification of a microscope is calculated by multiplying the objective lens magnification by the eyepiece (ocular) lens magnification. If you are using a 40x objective lens and assuming the standard eyepiece magnification is 10x, the total magnification would be 40x multiplied by 10x, resulting in 400x magnification.


The total magnification achieved when using a 100x oil immersion lens with a 10x binocular eyepiece is?

The total magnification achieved when using a 100x oil immersion lens with a 10x binocular eyepiece is 1000x (100x objective magnification x 10x eyepiece magnification).


What is the magnification of a microscope using the 40x objective?

The magnification of a microscope using the 40x objective is 40 times the actual size of the specimen being observed. To determine the total magnification, you must also consider the eyepiece (ocular lens) magnification, which is typically 10x. Therefore, if using a 40x objective with a 10x eyepiece, the total magnification would be 400x.


Why is magnification important in science?

Magnification is important in science because it allows for the direct observation of processes that are invisible to the naked eye.


What is the total magnification you are using to view the cells if you are using the 40x objective to view the slide with a 10x eyepiece?

To calculate the total magnification, you multiply the magnification of the objective lens by the magnification of the eyepiece. In this case, using a 40x objective with a 10x eyepiece results in a total magnification of 400x (40x × 10x = 400x). Thus, you are viewing the cells at 400 times their actual size.


Why is it important to start with a low magnification when using the microscope?

So you can determine the actual size of what you are looking at.


What details if a microscope would you need to know to determine the total magnification of the system?

To determine the total magnification of a microscope, you need to know the magnification power of the objective lens and the magnification power of the eyepiece (ocular lens). Total magnification is calculated by multiplying these two values together. For example, if the objective lens has a magnification of 40x and the eyepiece is 10x, the total magnification would be 400x.


A researcher is using a compound microscope with an eypiece magnification of 10X. He is using the high power magnification (40X) to examine the mitochondria of liver cells. How many times are the live?

The total magnification of the microscope is calculated by multiplying the eyepiece magnification by the objective magnification. In this case, the eyepiece magnification is 10X and the high power objective magnification is 40X, resulting in a total magnification of 10X * 40X = 400X. Therefore, the liver cells are magnified 400 times their actual size.


How can I accurately determine the magnification power of my camera setup using a teleconverter calculator?

To accurately determine the magnification power of your camera setup using a teleconverter calculator, input the focal length of your lens and the magnification factor of the teleconverter into the calculator. The magnification power is calculated by multiplying the focal length of the lens by the magnification factor of the teleconverter.