At low power on the compound microscope, the diameter of the field of view is 4 millimeters. This is reduced to 1.7 millimeters when you switch to medium power and further reduced to 0.4 millimeters when you switch to high power. Covert the measurment for the field of view from millimeters to microns, the conventional unit of measurment in microscopy. There are 1000 microns in one millimeter.
Low power: 4mm= 4,000um
Medium power: 1.7mm= 1,700um
High power: 0.4mm= 400um
Magnification is inversely proportional to the diameter of the field of view.
to determine the radius if you only have the diameter, you divided the diameter by 2. then there you have it ! you have the radius !
The 4x field of view (FOV) typically refers to the magnification level of a microscope or optical instrument. The FOV at 4x magnification can vary depending on the specific eyepiece and objective lens used, but it generally ranges from about 4 to 5 mm in diameter. To determine the exact FOV, you may need to refer to the specifications of the particular microscope being used.
low
the diameter mutliplied by pi is the circumference. From a different view the circumference divided by diameter is pi.
The field of view would be 80 times the diameter.
This process is called calculating the field of view diameter on a microscope. It involves measuring the diameter of the field of view using a ruler and knowing the magnification of the objective lens to determine the actual size of objects viewed under the microscope.
Magnification is inversely proportional to the diameter of the field of view.
The worm is about half the diameter of the field of view.
To determine how many pith cells would fit across the diameter of a low-field microscope view, we first need to know the average size of a pith cell, which is typically around 0.1 to 0.5 mm in diameter. Low-field microscopes usually have a field of view diameter ranging from about 1 mm to 5 mm. Therefore, depending on the size of the pith cells and the specific field of view, approximately 2 to 50 pith cells could fit across the diameter of the microscope's view.
The field of view's diameter is inversely proportional to magnification; thus, the 5.6mm diameter at 40x magnification would become 140mm at 1x magnification. Mathematically, Field of view diameter = FOV1 / Magnification1 = FOV2 / Magnification2.
Two common indirect methods to determine the diameter of a hair in a microscope are by measuring the diameter of the field of view and the number of hairs across the field, and by using a calibration slide with known dimensions for comparison.
The equation goes like this and works for both medium AND high feild diameter : Medium(High) DIA. = Low Diameter / [Med(High)mag/low mag] Brackets () are NOT for multiplication, they are for the other formula.
Since the field of view is a circle, the size of the field of view is it's area. You would need to find the diameter of the field of view, using a transparent ruler or a micrometer. Divide the diameter measurement by 2 to get the radius. Then use the formula for the area of a circle, Area = πr2. For example, you measure the diameter of the field of view to be 2.14mm. Divide 2.14mm by 2 to get the radius, and you get 1.07mm. Square 1.07mm, which is 1.14mm2. Multiply x 3.14 (pi), and you get 3.58mm2. So the field of view for this example would be 3.58mm2.The field of view differs with different magnifications. The lower the magnification, the larger the field of view.
As the magnification of a microscope increases, the diameter of the field of view decreases. This is because higher magnification allows for more detailed observation of objects, but with a narrower field of view. Conversely, lower magnification provides a wider field of view but with less magnification.
Field diameter is calculated by measuring the distance across the field of view of a microscope, then dividing that measurement by the magnification of the objective lens being used. This gives you the field diameter in micrometers.
Knowing the diameter of the field of view at a given magnification helps in estimating the size or distance of objects being viewed under the microscope. It also aids in calculating the area being observed and comparing the relative sizes of different objects in the field of view. Additionally, it provides important information for accurately measuring and identifying microscopic specimens.