The image of the prepared slide in Figure 2 is viewed with the times 10 objective lens. The total magnification is times 50 What was the power of the eyepiece lens used? Power of eyepiece lens = x

Question

The image of the prepared slide in Figure 2 is viewed with the times 10 objective lens. The total magnification is times 50 What was the power of the eyepiece lens used? Power of eyepiece lens = x

Answer 1

The total magnification present in a microscope is a product of the magnification power of the eyepiece lens and that of the objective lens. From the data provided in the question: the power of the objective lens is mentioned to be ×10, and the total magnification as ×50. To find out the value of the eyepiece lens, which can be represented as "x", we would have to separate it from the objective lens in our equation. This implies that the total magnification (y = 50) is possible to be indicated as a product of the both lenses (xy = x·10). Physics and equations conduct the solving process in the following step and factors understanding of the basic working concepts of microscopy. Considering these elements, searching for the "x" in xy = ×50 would be performed by dividing those separately and providing the exact lens power.

Question

The image of the prepared slide in Figure 2 is viewed with the times 10 objective lens. The total magnification is times 50 What was the power of the eyepiece lens used? __ Power of eyepiece lens = x __

Answer

Answer

Explanation

The image of the prepared slide in Figure 2 is viewed with the times 10 objective lens. The total magnification is times 50 What was the power of the eyepiece lens used? Power of eyepiece lens = x