If a crab and a half weigh a pound and a half, but the half crab weighs half as much again as the whole crab, what do half the whole crab and the whole of the half crab weigh?
If a crab and a half weigh a pound and a half, but the half crab weighs half as much again as the whole crab, what do half the whole crab and the whole of the half crab weigh?
One pound motherfucker
TUPAC IS DEAD/THE LEGEND IS GONE/THEY SAYIN TUPAC'S BACK?/DEM NIGGAS WRONG
Well, interview is spelled wrong and that's also not an interview. But rather Inferno talking to a camera. And I'm going to tell you this, when you hear him talk in person it's going to sound different and is going to be harder to figure out what he says. Everytime I've met them, he's the one that has yet to speak.
I'm siding with Erik and that video. It was definitely an interview, they just cut out the questions. I think he speaks more English than people will give him credit for
Well, interview is spelled wrong and that's also not an interview. But rather Inferno talking to a camera. And I'm going to tell you this, when you hear him talk in person it's going to sound different and is going to be harder to figure out what he says. Everytime I've met them, he's the one that has yet to speak.
I have seen many interviews with the whole band (Nergal, Orion, & Inferno) and in none of them has Inferno talked, not even the ones in Polish. I don't think it's so much that his English is bad, it's just that he's not very talkitive.
Comments
EDIT: I am fully aware that Inferno is Polish, not Austrian.
If a crab and a half weigh a pound and a half, but the half crab weighs half as much again as the whole crab, what do half the whole crab and the whole of the half crab weigh?
1) x + y = 1.5 (pounds) (= a crab and a half weigh a pound and a half)
2) y = 3/2 x (= the half crab weighs half as much again as the whole crab)
Insert 2) into 1) and resolve to x:
3) x + 3/2 x = 1.5
5/2 x = 1.5
x = 1.5 * 5/2 = 3/5 = 0.6 (pounds)
Insert that into 2) and resolve to y:
4) y = 1.5 * 3/5 = 3/2 * 3/5 = 9/10 = 0.9 (pounds)
Check result by insertion in both equations:
x + y = 1.5
0.6 + 0.9 = 1.5 well okay...
y = 1.5 x
0.9 = 3/2 * 0.6 = 0.9 also okay...
What we want is the result of
5) 1/2 x + 2 y (half of the whole crab and the whole of the half crab)
Resolve by insertion:
1/2 * 0.6 + 2 * 0.9 = 0.3 + 1.8 = 2.1 (pounds)