Let's make a homework help thread!

You could always just make it up.

edited 18th Mar '10 4:22:58 PM by Taelor

The Philosopher-King Paradox

I don't think that I can just make things up that aren't based on reality without putting in space monsters. :/

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You could talk about something that happend on the fora, couldn't you. I'm sure you can remember at least one interesting thing that has happend here.

Just be careful and make sure that it isn't something completely inappropriate. Go for mildly inappropriate, just enough to get under people's skin without actually doing anything offensive enough to get you in serious trouble.

edited 18th Mar '10 5:49:49 PM by zzzdragon

Fear the Gothilolions! | Anime list

...it's kind of hard to write about things that happened online. It's just text, you can't talk about making any motions or anything. It's got to be interesting.

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Talk about the time you went snorkeling and came face-to-face with an eel.

Or the time you got into a snowball fight in 70 degree weather.

Do you highlight everything looking for secret messages?

You were mugged by a nine-year-old. Explain how.

I will keep my soul in a place out of sight, Far off, where the pulse of it is not heard.

Okay, okay, I'll work something out... thanks.

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Is "interesting" part of the assignment, Tzetze, or your decision? What nature of class is it for?

Creative writing. Interestingness is necessary.

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Hm. You could try describing something mundane as though it were interesting. I mean, 'interesting' is subjective, after all, what you find dull could be fascinating to someone else.

...hm.

I'll have to think on that.

Of course it's rather moot since I was supposed to have the rough done today, but eh, I'll work something out. Thank you all for your insight.

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I have to do Activities 1-3.

Need some help.

You can't even write racist abuse in excrement on somebody's car without the politically correct brigade jumping down your throat!

I have a sentence-by-sentence analysis of Marienbad My Love I need done, and the final deadline for late work is 10 minutes from now. Yack Fest, make me proud.

edited 20th Mar '10 6:18:54 PM by DonZabu

"Wax on, wax off..." "But Mr. Miyagi, I don't see how this is helping me do Karate..." "Pubic hair is weakness, Daniel-san!"

I think that you should get off the goddamn computer and get writing.

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You're too late. Be happy that you don't have to do it now?

(This is what I'd do. I do not recommend it as a standard course of action.)

edited 20th Mar '10 6:23:43 PM by Zizoz

Fine, I don't need school! I'll just become a pinball wizard, like my poopaw always wanted!

"Wax on, wax off..." "But Mr. Miyagi, I don't see how this is helping me do Karate..." "Pubic hair is weakness, Daniel-san!"

What exactly do you need help with? Seems pretty straight forward: just read the linked to documents and answer the questions.

The Philosopher-King Paradox

Does anyone here know how to perform convolution in the time-domain of signals? I only know how to do convolution by applying the frequency domain property of multiplication via a Laplace, Fourier, or Z-transform.

My FF.net account

Okay, so, first of all I apologise since my homework probably seems pitifully simple to the lot of you, but we're pretty much just starting polar stuff and it's like a whole new way of thinking about stuff and yeah. So, I need some help.

Now, right now, I mostly need help with converting between rectangular equations and polar equations. I think I'm on the right track, but I kind of want to make sure

So, just to find out, is r=(4)/(1+sinθ) the same as x²+y²=4-y?

"I can't imagine what Hell will have in store, but I know when I'm there, I won't wander anymore."

Are you converting to rectangular or to polar? Because I think that x2 + y2 = 4 - y is the same as r2 + r(sin θ) - 4 = 0.

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That was converting to rectangular. The first equation I put was the original.

edited 21st Mar '10 5:13:36 PM by Lucky Revenant

"I can't imagine what Hell will have in store, but I know when I'm there, I won't wander anymore."

Okay. I thought so.

I hate these problems.

I don't know how to convert to polar, but I don't think that you are right.

There's a "sin arctan y/x", ew

edited 21st Mar '10 5:19:04 PM by Tzetze

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fuck, man, I totally blocked everything after Calc I out of my memory. After briefly skimming over the chapter of my old calc book on polar equations and spending 10 minutes playing with trig identities to no avail, I give up.

The Philosopher-King Paradox

4/r = 1+sinθ

4/(x²+y²) = ((x²+y²)+y)/(x²+y²)

4 = x²+y²+y

x²+y² = 4-y

Yes.

edited 21st Mar '10 5:47:35 PM by Zizoz

Wikipedia said that r = √(x2 + y2) (because Pythagorean theorem).

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