You should be able to solve this.
You should be able to solve this
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The correct use of this meme is to present an unsolvable or undecidable problem. This is just your homework. The answer is C tho.
It tips to the left ever so slightly because the steel ball does not exert forces on the scale.
It tips right because it wants to get closer to Kurisu
it remained unchanged because it's just a picture.
What do I win?
I agree with you if it's open answer but if it's multiple-choice the mass of the string and ping-pong ball are probably meant to be considered negligible so you'd say no change.
It most definitely does not stay balanced. It would tip to the right.
is displacing the same amount of water on both sides if you dont allow the steel ball to fully submerge so c
I hate physics. Not only is it the hardest science, but it's the one that's least likely to actually land you a job outside of being a professor who teaches other dead weight physics majors.
Global rule 2 or ESLfag. It would tip slightly left. Cope, dropout.
You should be able to solve this.
aip.org
It's literally the most employable major in the U.S. rn. You probably just live in a shithole country with no need for anyone who can't press mud into bricks.
1kg.
Tips to the right. The buoyancy of the ping-pong ball lifts the beaker on the left upwards. While the steel ball's weight is supported by the string and doesn't add to its beaker.
this one has no effort put into it at all. they just found a solvable problem and said "hint: the right answer is not the right answer".
Why would it tip to the left?
1.5 kg because the flies have to exert force downwards to stay afloat, and the jar is sealed so that force is exerted straight down into the scale
Buoyant force is equal on each side, so the force of tension on the ball acting downward would move the left side of the scale upward, so it tips to the right?
and that's why you're a brainlet
this is a classic IQ problem in europe
americans are so goddamn retarded lmao
No, its a lateral thinking problem. Nowhere in the problem does it say the bug can only travel along the edges, just that it can't go through the inside of the cuboid.
because the right side has just the mass of water and beaker while the left side has mass of water, beaker and ping pong ball
the steel ball does not exert any force downwards on the right side
actually he might be right in a technical sense because more of the string is submerged in the water on the left so = more displacement adding weight to it.
Ping pong ball is not lighter than air, user
air isnt perfectly frictionless.
these fucking flies are heavy as fuck - imagine a 2.5 kilogram drome hovering a few feet above the empty jar. that's definitely exterting some extra downward force on the scales.
You should be able to coom to this.
explain how it isn't B
these questions usually assume ideal conditions, if you don't then there's no way to arrive to an answer
I want to kissu Kurisu
Right answer to the wrong question mate
I think basically anyone with a degree in math or physics (assuming it's not some meme-school) can get a good job as a programmer or data scientist should all the other options fail.
Solve that problem if you're so great
>Literally the Riemann Hypothesis
I chuckled.
Momentum isn't conserved through portals. So A.
What I'm saying is that there's an equal buoyant force on each side, since the balls are the same volume. Since there's a buoyant force acting upward on each ball, there's an equal opposing force happening downward on the scale on each side, equaling the scale.
However, there's a force of tension acting on the ping pong ball on the left because of the rope which differentiates it from the other side of the scale. Since the force of tension acts downward on the ball, there's an equal force acting upward on the left side of the scale, so the scale tips to the right. Or I'm retarded.
I kind of like how 95% of the time on this board, characters or series end up in wars or best girl wars or whatever, but everyone in a Kurisu thread can agree on how great she is.
Is the right answer on the middle of the top column, i.e. where I put the dot?
The game designer already said that if this was a mechanic in-game that he would make it function like B. If you replicate the same process in source engine then B happens. Real world physics don't apply.
98% of people can't solve this
Yeah, you are.
Steel ball has no effect on the weight
The Ping Pong ball's string is just a red herring. The effect would be the exact same as just dropping a ping pong ball on the surface of the water. It would increase the weighton the left
Close, it's in the center but the opposite edge rather than in the middle of the square.
I don't see how that could be correct. If you flattened the front face and top face of the cube then its clearly a shorter distance between A and the Red Dot than A and B.
B.
I tried this with ur mum's vagina and my dick went flying and impaled her womb
It's called Kotani's Ant Problem, just look it up for the full explanation
Thanks
Retards like this who pretend like this is some trivial self-evident problem are useless.
Just eyeballing it with no knowledge of geometry bullshit, shouldn't it still be B regardless of whether or not the faces are allowed? I don't see a way to get the distance higher than 2 + 2^(1/2)
Well sort of, but the distance from the back face is even shorter for A and B than for the central dot, so there is a way to get to B in even less distance than the red dot. What I don't get is what says, because if you look at the blue dot, at least to me it seems like there's a shorter path there than the red.
The water pushes on the steel ball with a bouyant force, which is counteracted on the scale. The same thing happens with the ping pong ball and since they're the same size, the scale doesn't tip.
Oh wait, by center but opposite side, did you mean like halfway down the B-line? Yeah, that would be further actually.
The buoyancy of the steel ball is more than the weight of the ping pong ball. It tips to the right.
You should be able to solve this.
While the problem itself is vaguely interesting and I understand why it works the way it does after a search, I would like to propose a point inside the prism itself. If the bug can't go through the inside, it will never reach no matter how far it goes. Ergo, infinite time/length.
R E N T F R E E
That's the spirit!
It's not a point on the cuboid though, so proposal denied
wrong
They are both at the same depth, and have the same area of displacement, unless you allow the steel ball to sink it wont tip the scale in either direction