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I really hope I will be able to learn japanese soon, but it'll have to be when I finish school
konichi-wa haruka-san, and enjoy your stay ^_^
A door? lol I can't see a door, i assume it's one of those really tall buildings and the horizontal pole is there to rest your arms on.
Perhaps occasionally, but useful random stuff nevertheless.
And please stop being so elitist.
One of the most unauspicious things is that it happened in October this year, being an anagram of the 31st.
ZOMG the next Friday the 13th is April, 2007!
That's 3 days from my birthday...:(
When you're using the Pythagorean theorem and you have sides of equal length:
The jump from W to X takes far too long, should I be using the same finger?
Wether I'm typing back to front or front to back I always seem to miss the 'f'. >_<
Sif, Australia is like...in the top 2 lol
Um, ok you can put all the shortcuts you've ever found in math (not just arithmetic), just so long as this doesn't become an infinitely broad topic
hey, saudi_boy, did you draw these in paint? I was just wondering, because it can be much faster if you simply do it in LaTeX.
You can find info on it in this post:
http://www.mathsisfun.com/forum/viewtopic.php?id=4397
Whoa that's pretty cool, what is this program you're using?
Cricket's good and all, but I don't really understand it; to me it seems too slow and burdened by rules.
Well, i've been typing for a very long time (since grade 5), and it's very helpful if you learn the proper technique (and chat a lot in real-time games )
You should always start slowly and then once you've practiced enough and think you are ready, go all out. (W00T 1.462)
0/0 is 1 right?
Heh, I've played this before; it's awesome.
W00TW00T 1.662 seconds and Ranked 144.
I am doing it on a laptop, though, and I must say it's a lot easier than on a desktop, as you can slide between the keys with your fingers.
Hmmm, I've only looked briefly at everything else apart from the forum; i think i'll go look around now
Make sure your calculator is in degree mode.
This exercise can be done with the windows scientific calculator. Simply tick the 'Inv' box, the number, then sin, cos or tan.
For instance, to find the inverse function of tan-¹ 0.24, type:
Inv -> 0.24 -> tan
Yes, but what is 'm' and what is 'n' (in integer form)?
The discriminants of the questions above can be worked out with the aid of: