How Can I Solve These Optics Practice Test Problems?

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Homework Help Overview

The discussion revolves around optics practice test problems, specifically focusing on polarization states and electromagnetic wave equations. Participants are exploring concepts related to light behavior and optical systems.

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • The original poster attempts to solve multiple parts of the problems but expresses uncertainty about the polarization states and the relationship between electric and magnetic fields. Some participants provide insights into telescope designs and magnification concepts, while others engage in off-topic conversation regarding formatting and standards.

Discussion Status

The discussion is active, with participants offering various interpretations and insights into the optics problems. However, there is no explicit consensus on the solutions, and the original poster continues to seek clarification on specific aspects of the problems.

Contextual Notes

Participants note the challenges of interpreting the problems and the potential confusion regarding the setup and assumptions related to polarization and wave equations.

ChEJosh
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Homework Statement



2007-12-13-1840-10.jpg

2007-12-13-1842-06.jpg


Homework Equations





The Attempt at a Solution



(3) I haven't been able to start this one at all.

(6) I got part a (+45º P-state). I tried to do b and I got [1+i, -i+1] which isn't a polarization state, so I'm not sure what to do with c or if there is some way I can simplify it.

(7) Once again, I got part a. It's of the form E=E_{0}[\widehat{i}cos(kz-wt)+\widehat{j}sin(kz-wt)]
Does the cosine term drop out from the initial conditions?
For b, I'm not sure how to get the magnetic field equation. I know \overline{B}=(\overline{K}\times\overline{E})/\omega
But, I'm not sure how that helps me


Any help would be greatly appreciated!
 
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3, sounds like it is describing a kepler telescope - a common design for a beam expander.
The two positive lenses are separated by the sum of their focal lengths.
The magnification is the ratio of the focal lengths.
A simple sketch shows you how it works.
 
What school do you go to, that paper and font, its exactly the same, is there some standard I don't know about?
 
topherfox said:
What school do you go to, that paper and font, its exactly the same, is there some standard I don't know about?

WVU
And apparently, if you only have 3 characters in a message, it's "too short"
 

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