Identifying a Graph - Help Appreciated!

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Homework Help Overview

The discussion revolves around identifying a mathematical graph based on a provided image. Participants are exploring the characteristics of the graph and potential functions that could represent it, specifically within the context of trigonometric functions.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants are questioning the assumptions regarding the symmetry of the graph and the information used to create it. There is a discussion about possible function forms, including -csc(x) and -csc(2x), as well as specific function choices provided in a multiple-choice format.

Discussion Status

The discussion is ongoing, with participants offering various hypotheses about the graph's identity. Some have provided potential function forms while others express uncertainty about the adequacy of the information given. There is no clear consensus, but multiple interpretations are being explored.

Contextual Notes

Participants note that the original poster did not use specific information to draw the graph, which raises questions about the assumptions and definitions being applied in the discussion. The choices for potential functions are also highlighted, indicating constraints on possible answers.

Poweranimals
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Does anyone know how to go about this? I had to draw this, so I'm not sure how good it is, but any help would be appreciated.

http://ourworld.cs.com/SuperSamuraiStar/graph.jpg
 
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What information did you use to draw the graph?

I will assume that the 2 branches should be symmetric. If so, it looks like it could be -csc(x). But you really have not given enough information to be sure of answer.
 
I didn't use any information to draw the graph. It was a picture and they asked what to identify it. So the answer should be f(x) = ?
 
It could be -csc(2x).
 
I'm sure that's not the answer. Actually, the choices are a) f(x) = 3sec(2x + n), b) f(x) = 3csc(2x -2pie), c) f(x) = 3csc(2x + pie), or d) f(x) = 3sec(2x - pie).

Maybe that'll help.
 
consider the minimal f(x) which is 3 in all cases ... find x and then look at the graph.

-- AI
 

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