In the problem, the near point of the person using the microscope is 25 cm. And the object is located 25 cm from the eyepiece.
Since the object is located at the near point, the angular magnification is at its maximum.
The formula of maximum angular magnification of a lens is:
`m_(max) = 1 + 25/f`
where f is the focal length of the lens.
Since the focal length of the eyepiece is 2.60cm, plug-in...
In the problem, the near point of the person using the microscope is 25 cm. And the object is located 25 cm from the eyepiece.
Since the object is located at the near point, the angular magnification is at its maximum.
The formula of maximum angular magnification of a lens is:
`m_(max) = 1 + 25/f`
where f is the focal length of the lens.
Since the focal length of the eyepiece is 2.60cm, plug-in f=2.60.
`m_(max) = 1 +25/2.60`
`m_(max)=10.6`
Therefore, the maximum angular magnification of the eyepiece is 10.6 .
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