Object plane (specimen) Tens BACK FOCAL PLANE (SAD) incident e S 20 STRONG PREFIELD REGION Objective Image Plane (Intermediate Object Plane) B OPTIC B AXIS I Question 2. Using the geometric optics ray diagram for an objective lens above, derive: a) The lateral image magnification (ML= I/S) in terms of the object distance, A, and the image distance, B. A and B are distances from the lens plane to the object and image planes, respectively. (2) b) On what plane does the first diffraction pattern appear? (1) c) On what plane does the first image appear? (1) d) Is the image inverted relative to the object? (1)

Object plane (specimen) Tens BACK FOCAL PLANE (SAD) incident e S 20 STRONG PREFIELD REGION Objective Image Plane (Intermediate Object Plane) B OPTIC B AXIS I Question 2. Using the geometric optics ray diagram for an objective lens above, derive: a) The lateral image magnification (ML= I/S) in terms of the object distance, A, and the image distance, B. A and B are distances from the lens plane to the object and image planes, respectively. (2) b) On what plane does the first diffraction pattern appear? (1) c) On what plane does the first image appear? (1) d) Is the image inverted relative to the object? (1)

Principles of Physics: A Calculus-Based Text

5th Edition

ISBN:9781133104261

Author:Raymond A. Serway, John W. Jewett

Publisher:Raymond A. Serway, John W. Jewett

Chapter26: Image Formation By Mirrors And Lenses

Section: Chapter Questions

Problem 10CQ

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Solve it correctly please. I will rate accordingly
At small angles, refraction of light off a spherical surface of radius R between n, // mediums with indices of refraction n1 and nz n2 is given by n2 - n1 Object Image n1 n2 where o is the object's distance from the spherical surface and i is the image's dis- tance, and o is in medium n1 and i is in medium n2. If the spherical surface is curved in the direction depicted in the first diagram, then R> 0. If the surface is curved in the other direction, then R< 0. The sign conventions of o and i are the same as those of the thin lens equation that you're used to. (a) Now consider a thin lens of thick- ness d and index of refraction n surrounded by air (nair both surfaces need not have the same mag- 1). The radii Rị and R2 of nitude. By treating the lens as a combina- tion of two instances of the above equation what does 1 1 equal to? Answer in terms of the n, R1, and R2. Use the approximation that d is negligibly small to solve this problem. (b) The focal length of a lens is defined as…
in step 1 why is the image distance -4 cm?
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Compare the experimental values of the focal length of the concave lens from the two figures. Calculate the relative deviation in focal lengtth with respect to the value obtained from the yellow table. Explain whhy you got this value.
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Q2 :answer about one the following questions brainly. A:why light cannot easily escape a diamond ? B: An optical component and an object S, placed along its optic axis, are given inColumn I. The distance between the object and the component can be varied. The properties of images are given in Column II. Match all the properties of images Column II with the appropriate components given in Column I. from Column I Column II (A) (p) Real image (В) (9) Virtual image
See picture
help with image properties pls also all the units suppose to cm?