Create a Unique Polar Graph with Our Precal Project Help

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Homework Help Overview

The discussion revolves around a precalculus project focused on creating unique polar graphs. Participants are exploring various polar formulas to generate visually interesting graphs for their assignment.

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the challenge of selecting a polar formula that produces an appealing graph. Suggestions include specific formulas like r = cos(2θ) and r = cos(2θ) + cos(4θ), with some participants expressing frustration over generating uninteresting results like circles or scattered lines.

Discussion Status

Some participants have provided specific polar equations that may yield visually interesting graphs. There is a sense of exploration as participants share ideas and formulas, but no consensus on a single best approach has been reached.

Contextual Notes

Participants are working under a deadline for their project and are seeking creative ideas for polar equations. There is mention of personal preferences for aesthetics in graphing, indicating subjective interpretations of what constitutes a "cool" graph.

jcoolio12
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Hey guys. For my honors precal class, we just started learning about graphing polars and all that nonsense and we have a project due thursday where we have to make up out own polar formula and then draw the graph. I really want to do something cool but I can't think of anything. Please help!
 
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Your question is pretty vague. If all you have to do is pick something to graph, just do r = cos(theta)
 
Well I mean like I want something cool looking when u put it in the calculator
 
"Cool" is in the eye of the beholder. What about

r = cos(2θ)+cos(4θ)
 
@LCKurtz, thank you very much. I sat for like 30mins doing random formulas and half the time I'd just get circles and others just a bunch of scattered lines and stuff. but thanks, that's the one I'll use
 
jcoolio12 said:
@LCKurtz, thank you very much. I sat for like 30mins doing random formulas and half the time I'd just get circles and others just a bunch of scattered lines and stuff. but thanks, that's the one I'll use

You're welcome. If you change the cos(4θ) so sin(4θ) you get a nice looking dragonfly.
 
Alright, I turned in the project today. I colored it all beautifully and with my teacher's favorite colors so I hope it all goes well. I'll keep you posted!
 
http://www.wolframalpha.com/input/?i=r+%3D+cos%28100*%CE%B8%29^%CE%B8+%2B+%CE%B8*200

Though it's too late, that looks cool to me.
 

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