What is the ocular lens magnification for high "dry" power
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I'm happy to help you understand the concept of ocular lens magnification for high "dry" power! High "dry" power typically refers to microscope objectives with a high magnification power and a relatively short working distance.

The ocular lens, or eyepiece, further increases the magnification of the image. Let's first define the magnification of the microscope objective (M_obj) and the ocular lens (M_oc). Magnification of the microscope objective (M_obj): M_obj is the ratio of the image distance (v) to the object distance (u). In other words, M_obj = -v/u. Magnification of the ocular lens (M_oc): M_oc is the ratio of the final image distance (i) to the image distance of the microscope objective (v). In other words, M_oc = i/v. The total magnification (M_tot) of the microscope system is the product of the microscope objective magnification and the ocular lens magnification: M_tot = M_obj * M_oc To calculate the ocular lens magnification (M_oc), you would need to know the final image distance (i) and the image distance of the microscope objective (v). However, without this information, I cannot provide a specific numerical value for M_oc. If you have more information or need help understanding the concept, please let me know!

Final Answer

The ocular lens magnification (M_oc) is the ratio of the final image distance (i) to the image distance of the microscope objective (v), but without specific values for i and v, I cannot provide a numerical value for M_oc.