_Fnord wrote:Hi: It would be very annoying to drink if it was dry.
Wouldn't it?
I guess you could try drinking ice or steam though.
Wouldn't that be eating and inhaling respectively then? As one doesn't drink a solid or gas.
hi wrote:i got another one-
why is water so freakin' wet?
Water isn't wet per say, it is only our perception that makes us describe it as "wet." Dunk your hand into a vessel of water (sink, tub, pool, etc) and don't move it, not even one millimeter. Does it feel "wet?" We feel wetness due to the water (or any fluid for that matter, hopefully not mercury though
![Wink :wink:](./images/smilies/icon_e_wink.png)
) moving over the nerve endings of our skin.
Pilgrimman wrote:Where do I buy X?
Isn't that against the rules?
![Wink :wink:](./images/smilies/icon_e_wink.png)
Kidding.
Pilgrimman wrote:I plan to make a duel ignition system. Where would be the best spot to place the electrodes for maximum pre-ejection combustion?
Inside the ignition chamber would be best.
frankrede wrote:Whats 2+2x2?
2+(2*2) would be 6
(2+2)*2 would be 8
My question:
Find the functions f, g, u, and v such that:
c(p) = f(x)*g(h+p) + u(x)*v(w+p)
where h and w are defined by the definite integrals (D):
h(x) = D[0..x](f(x)dx)
w(x) = D[0..x](u(x)dx)
and c is a function of p, but a constant in x, i.e:
dc/dp != 0
dc/dx = 0
The functions f, g, u, and v each have the following properties:
* Continuous, real, and non-infinite.
* Non-zero, i.e. always positive or always negative.
* All functions are harmonic with the same period, a, i.e.:
f(x) = f(x+n*a), g(x) = g(x+n*a)
u(x) = u(x+n*a), v(x) = v(x+n*a)
where n is an integer.
Must see work, an answer only won't cut it.