HeroOfPellinor
Lifer
- Dec 27, 2001
- 11,272
- 1
- 0
Originally posted by: silverpig
Originally posted by: LoKe
Originally posted by: silverpig
Originally posted by: Xionide
Speed of sound. After the cat hit that it could no longer hear the clang and double its speed.
NEXT!
Say he's going at .9 times the speed of sound. He'll hear the clang, and jump up to 1.8 times the speed of sound.
:thumbsup:
This riddle loses.
So my answer wins
The fastest the cat can go is a little under twice the speed of sound.
Originally posted by: OdiN
Eventually the cat will be running at around 100MPH, which will have sufficient lift on the piece of metal to cause it to remain in midair and not clank anymore.
And at this time....the plane will take off.
Originally posted by: silverpig
Originally posted by: LoKe
Originally posted by: silverpig
Originally posted by: Xionide
Speed of sound. After the cat hit that it could no longer hear the clang and double its speed.
NEXT!
Say he's going at .9 times the speed of sound. He'll hear the clang, and jump up to 1.8 times the speed of sound.
:thumbsup:
This riddle loses.
So my answer wins
The fastest the cat can go is a little under twice the speed of sound.
Originally posted by: OdiN
Originally posted by: narcotic
Originally posted by: Xionide
Speed of sound. After the cat hit that it could no longer hear the clang and double its speed.
NEXT!
FTW
care to explain...?
Edit: didn't see you explained that...
Not quite true.
If the cat was going at 99.9% of the speed of sound, then heard the clank, it would then double it's speed and be going much faster than the speed of sound.
So in order to solve the problem you need to be given a starting speed and a way to calculate how much time passes between each "clank", etc.
Originally posted by: narcotic
Originally posted by: Xionide
Speed of sound. After the cat hit that it could no longer hear the clang and double its speed.
NEXT!
FTW
care to explain...?
Edit: didn't see you explained that...
Originally posted by: OdiN
Originally posted by: silverpig
Originally posted by: LoKe
Originally posted by: silverpig
Originally posted by: Xionide
Speed of sound. After the cat hit that it could no longer hear the clang and double its speed.
NEXT!
Say he's going at .9 times the speed of sound. He'll hear the clang, and jump up to 1.8 times the speed of sound.
:thumbsup:
This riddle loses.
So my answer wins
The fastest the cat can go is a little under twice the speed of sound.
Not quite true either.
If the cat happens to be going 50% of the speed of sound, hears a clang and then doubles...then it's exactly the speed of sound.
So the possible solutions are infinite.
Originally posted by: HeroOfPellinor
Originally posted by: OdiN
Originally posted by: silverpig
Originally posted by: LoKe
Originally posted by: silverpig
Originally posted by: Xionide
Speed of sound. After the cat hit that it could no longer hear the clang and double its speed.
NEXT!
Say he's going at .9 times the speed of sound. He'll hear the clang, and jump up to 1.8 times the speed of sound.
:thumbsup:
This riddle loses.
So my answer wins
The fastest the cat can go is a little under twice the speed of sound.
Not quite true either.
If the cat happens to be going 50% of the speed of sound, hears a clang and then doubles...then it's exactly the speed of sound.
So the possible solutions are infinite.
Nope...if the cat is going .99X the speed of sound it will still hear it and double it's speed to 1.98X the speed of sound.
Originally posted by: Slew Foot
The real question is that if the cat was on a treadmill, would he start flying once he hit the speed of sound.
Originally posted by: Howard
c <= v < 2c
where c is the speed of sound
Originally posted by: narcotic
Well, we can note here that we used the sound speed as variable which can fit to any location. We never gave any specific/constant assignment to that variable, thus it will hold true under any physical condition (except for one where no sound can be heard, but then its arguable that the speed of sound in that case is 0, thus the cat would travel in 0 < speed < epsilon and our assumption holds).
Originally posted by: Howard
c <= v < 2c
where c is the speed of sound
Originally posted by: ssvegeta1010
Originally posted by: Howard
c <= v < 2c
where c is the speed of sound
^ That, unless the cat's initial speed is greater than c, if that is so, then the cat will not speed up and will instead maintain its inital speed.
This riddle sucks.
Originally posted by: linkgoron
it could also be 0000000000000.1 less than the speed of light, because it also depends upon the length of the cat.
Originally posted by: BigJ
Originally posted by: linkgoron
it could also be 0000000000000.1 less than the speed of light, because it also depends upon the length of the cat.
Excuse me?
Originally posted by: ssvegeta1010
Originally posted by: Howard
c <= v < 2c
where c is the speed of sound
^ That, unless the cat's initial speed is greater than c, if that is so, then the cat will not speed up and will instead maintain its inital speed.
This riddle sucks.
Originally posted by: BigJ
Originally posted by: ssvegeta1010
Originally posted by: Howard
c <= v < 2c
where c is the speed of sound
^ That, unless the cat's initial speed is greater than c, if that is so, then the cat will not speed up and will instead maintain its inital speed.
This riddle sucks.
What do you mean "unless"?
The speed would still be greater than or equal to C, and less than 2c.
Originally posted by: JujuFish
Originally posted by: BigJ
Originally posted by: ssvegeta1010
Originally posted by: Howard
c <= v < 2c
where c is the speed of sound
^ That, unless the cat's initial speed is greater than c, if that is so, then the cat will not speed up and will instead maintain its inital speed.
This riddle sucks.
What do you mean "unless"?
The speed would still be greater than or equal to C, and less than 2c.
If the cat started at 80 times the speed of sound, it wouldn't slow down to below twice the speed of sound, now would it?