The eyepiece is usually 10x, so multiply the objective by 10 to get true magnification
To simplify the expression (10x(x-1) - 8(6x + 2)), first distribute the terms: (10x(x - 1) = 10x^2 - 10x) (-8(6x + 2) = -48x - 16) Now, combine the results: (10x^2 - 10x - 48x - 16 = 10x^2 - 58x - 16). Thus, the simplified expression is (10x^2 - 58x - 16).
Let the larger side be 4x and and the shorter side be x: 2(4x+x) = 150 8x+2x = 150 10x = 150 x = 15 Therefore the length of the shorter side is 15 units.
To simplify the expression (-10x - 6 - 12), combine the constant terms (-6) and (-12). This results in (-10x - 18). Therefore, the simplified expression is (-10x - 18).
10x + 13 = 1710x = 17-1310x = 4x = 4/10x = 0.4
100x the higher the magnification the shorter the working distance
10X
The magnification of a microscope is calculated by multiplying the magnification of the objective lens by the magnification of the eyepiece. In this case, if you have a 10x low power objective and a 10x high power objective, the total magnification would be 100x (10x * 10x) for both objectives when used with the same eyepiece magnification.
The total magnification would be 100x (10x optical zoom * 10x objective lens) for the microscope with a 10x optical and a 10x objective.
To achieve a total magnification of 100x, you would use a 10x ocular lens (eyepiece) with a 10x objective lens. The total magnification is calculated by multiplying the magnification of the ocular lens (10x) by the magnification of the objective lens (10x).
the scan objective is the shortest objective ,, and has a magnification of 10x
The low power objective typically has a lower magnification level (e.g., 4x or 10x) compared to the high power objective (e.g., 40x or 100x), and it usually has a wider field of view. The high power objective will provide a closer magnified view of the specimen but with a narrower field of view. You can often find the magnification level labeled on the side of the objectives.
0.75 mm way to get this answer........... (diameter of field A X total magnification of field A) / total magnification of field B so start by finding the diameter of field A= which is the 1.5 next figure out what the total magnification of field A is= 150 (you get this answer by multiplying the ocular # which is 10x by the objective # which is 15x. (10 x 15= 150) next figure out what the total magnification of field B is =300 (you get this answer by multiplying the ocular # which is 10x by the other higher objective # which is 30x. (10 x 30 = 300) then you can use the formula and plug in all the answers you got to get the answer (1.5mm x 150)/300=.75mm
The objective power in this case would be 10X, because it is the magnification produced by the eyepiece alone. The total magnification of 100X is achieved by multiplying the eyepiece magnification (10X) with the objective magnification, which would be 10X in this scenario.
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
Magnifying an image allows for easier investigation and viewing capabilities. Images which are under a 10X objective magnification and 6 times larger than an image which is under a 4X magnification.
The total magnification will be 100x (10x eyepiece x 10x objective).