tiltingheartand: (-_-)
the seal is for marksmanship ([personal profile] tiltingheartand) wrote2008-01-14 09:50 pm

(no subject)

[livejournal.com profile] parcae: An explorer in the dense jungles of equatorial Africa leaves his hut. He takes 43 steps at an angle 45° north of east, then 79 steps at an angle 60° north of west, then 50 steps due south. Assume his steps all have equal length. Save him from becoming hopelessly lost in the jungle by giving him the displacement, calculated using the method of components, that will return him to his hut.
[livejournal.com profile] fallingfortruth: *covers eyes*
[livejournal.com profile] parcae: WHERE DO THEY COME UP WITH THIS SHIT
[livejournal.com profile] parcae: SERIOUSLY
[livejournal.com profile] parcae: wow, i have absolutely no idea how to do that.
[livejournal.com profile] parcae: but i enjoy the fact that they said to assume his steps all have equal length.
[livejournal.com profile] fallingfortruth: No, he is Skipping!
[livejournal.com profile] fallingfortruth: Because it is Gerard.
[livejournal.com profile] parcae: *giggles*
[livejournal.com profile] parcae: is it now.
[livejournal.com profile] parcae: what is gerard doing in the dense jungles of equatorial africa, i wonder?
[livejournal.com profile] fallingfortruth: Writing the new album.
[livejournal.com profile] fallingfortruth: He needed inspiration!
[livejournal.com profile] fallingfortruth: Ray sent him out to find Frank.
[livejournal.com profile] fallingfortruth: Only it turns out Frank had fallen asleep in the attic.
[livejournal.com profile] fallingfortruth: And now Gerard is lost.

This is why [livejournal.com profile] fallingfortruth is my hero. Because he is AWESOME.

(Wow, I really hate physics. ALREADY. HOW AMAZING IS THAT.)


In other, less awful news, the interview with Jon and Spencer and accompanying article sort of made my day. How are they real, seriously.

[identity profile] gobsmackit.livejournal.com 2008-01-15 05:40 am (UTC)(link)
MATH GIVES GOOD PROMPT; WHO KNEW?


I need MCR icons.

[identity profile] exsequar.livejournal.com 2008-01-15 03:44 pm (UTC)(link)
Don't you just draw out the vectors with the appropriate angles and lengths, then figure out the components using sines and cosines and whatnot, and calculate the length of the vector from the starting point to the end point? I'm just wondering if there's some difficult trick in there that I'm missing.

Ahaha, of COURSE Gee got lost in the jungle <333

And Physics is the suck.