Impossible looking puzzle
ฝัง
- เผยแพร่เมื่อ 20 ก.พ. 2023
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Haberdasher puzzle project file for 3d printing available here - www.thingiverse.com/thing:1457184
this is in my maths book
Do you know anyone who prints and sells it?
How many puzzles do you have?
@@josephwinbush8000 800+
@@Puzzleguy wow
Who said it would be impossible?
You, yeah definitely you
Agreed
Technicaly it was impossible *looking* puzzle
"Its actually not hard, but it looks impossible"
My man what are you on when you posted this
@@Unlucky-9172 highly doubt you would've knew how to fit all of the pieces in the square just by your attitude
He only fr
That’s right! It goes in the square hole.
Where does this DODECAHEDRON go?
Hint: ⬜️
Edit: who’s gonna be the 400th Liker today?
Another Edit: who’s gonna be our 700th liker today?
NOOOOOOOOOOOOOO!!!
“Where does the irregular decagon go?”
“Thats right, the square hole”
Dear God it's back
Please don't hurt us again plEASE
Anything can fit in a square hole, if the hole is big enough
It's very easy when you realize that every piece has one right angle
It’s very easy now that I watched this video…
I accidentally disliked your comment and for some reason I feel bad enough to feel obligated to apologize? Idk man brain is weird but sorry for that have a good day
@@josephmurphy417
Lol it's okay I forgive you
@@josephmurphy417 Who hurt you bro are you ok?
@@DDan42 no
If you do the math, you’ll find that the square actually has MORE space inside it; it’s just distributed differently.
this can be used as teaching material
how would you know the square has more. it would have more if the square and the triangle had equal sides but they obviously don’t. now of course they have about the same area here because pieces fit about the same in both of them but that’s because the triangle has a larger side.
@@user-gx4uf6ej9d Because I calculated it using the pythagorean theorum and the area of a triangle being base times height divided by two.
Care to show the math on that one?
@@Neekalos well, let’s say the triangle had a side length of 4 that would make the area of the triangle 6.92820323027551. The square seems to have a side length that is about 2/3 of the triangle side length, which gives the square an area of about 7.111111111111111 which is actually more space on the inside than the triangle has.
No one:
He: it’s impossible.
Also him: Who said it’s impossible?
Also him: it *looks* impossible not it is impossible
go read the title
@@thatonecatwithalotofmemesbro 😂
him
Have you heard of comedy before
Thank you for not pretending to struggle then suddenly noticing the extremely obvious four right angles
Where does the Pneumonoultramicroscopicsilicovolcanoconiosis Go
That’s right the square hole ◻️
@@Buddy8435the Pneumoultramicroscopicsilliovolcanoconiosis is a lung disease
@@Buddy8435 why are you putting lung disease in ANY hole??
@@Buddy8435I know what word you typed but I still hate you for making my brain try to understand it
@@Buddy8435you’ve just screwed everyone with hippopotomonstrosesquippedaliophobia
“looks impossible at a first glance” ≠ “its impossible”
"That's right, it goes in the square hole"
As a high school math student, it's pretty obvious from the beginning that both shapes have similar areas
As a person who hates math, yes, its very obvious
As an observant person, It was pretty obvious from the start since every piece had atleast one corner of about 90°
I'm not that good at math and even I could see that it would fit
If length of a side of equilateral triangle = 1,
Length of a side of square (with same area as the triangle)
= sqrt [½ × 1 × (sin 60° × 1)]
≈ 0.658
So a length of a square's side is 0.658 times the length of a triangle's side, although they are the same area
So the square appears smaller
@@FifyKaqiqiPain Wow...! i think this is why many people think the puzzle is confusing...
Plot Twist:
It turns into a circle
😂😂
“How did all these squares make a circle?”
@@ExEBoss
"I-"
"It's fine, it doesn't bother me, it doesn't bother me-
"It bothers me, it bothers me alot-"
"AND THAT ONE'S STILL GREEN"
"Square candies that look round"
@@potatospeedwagon3994 KAMI, I NEED YOU TO TELL ME THAT I CAN LEAVE WHENEVER I WANT!
That caught me so off guard-😭
How teachers teach math:
“Who said it was impossible”
You did
He didnt
You must be deaf
@@shadow20482 he did
@@6Shots_ofEspresso read it again, the title says that it *_looks_* imposible, not that it is
i thought that at first too until i rewatched. he didn't. he said it *_looks_* impossible.
Never let them know your next move:
Just stack them
But then it won't be a square
@@sun_wukong1 He only said to fit them into the square, not into a square shape
The video creator: IQ 180
The person owns this comment: IQ 300
Me before answering to fit the guy💀💀
@@FireSaladCat thx
That's right, it goes in the square hole
for a second I though you were going to place the pieces in standing on the slanted sides
"it's impossible"
"who said it's impossible?"
yeah yeah I'm deaf sorry
* it *_looks_* impossible
"um acshcually he said it LOOKS impossible" doesn't matter it does NOT LOOK impossible if you stare at it for more than 2 seconds this is quite literally the easiest puzzle ive seen in awhile
There is a nice theorem about this. If two polygons have the same area, then you can cut one of them up into polygons which can be rearranged to make the other. This is the Wallace-Bolyai-Gerwien theorem. In fact, the example in the video is a classic example. Interestingly, it turns out that the analogous statement is not true in 3d. It is not the case that any two polyhedra with the same volume can be cut into polhedra which can be rearranged into the other. For instance, a tetrahedron cannot be cut and rearranged into a cube with the same volume. To do so, we require that the two objects have the same volume and the same Dehn invariant.
mans noticed the Dudeney dissection
That's a pretty cool observation.
and on the 2d shape, that makes sense, but it's interesting to note that it doesn't translate into 3d shapes.
I'm not that smart but you can see that in the original triangle the 4 sided figures are arranged with long angles pointing outward. It stands to reason that if you point them inwards you might have a fighting chance to fit them into the square.
I like your funny words, magic man
Smart
This man will solve every single puzzle problem I have without me needing to buy a puzzle
"You make them stand up, right?"
"who said it is impossible?"/"who said it isn't possible"
You, you did, puzzle guy.
Do you mean me
If length of a side of equilateral triangle = 1,
Length of a side of square (with same area as the triangle)
= sqrt [½ × 1 × (sin 60° × 1)]
≈ 0.658
So a length of a square's side is 0.658 times the length of a triangle's side, although they are the same area
So the square appears smaller
I knew there would be a trig comment ❤ man I miss maths in school
I was about to write this if I didn't see that someone already had.
Fifi you the man
So the square's side length isn't 2/3 of the triangle's side length?
"Wow oh my gosh, look at the dump truck on that--lets keep going" 😂😂😂
-Fusion
As long as the volume is the same, you can put as much air into it as you want.
I love size illusion puzzles. They are fantastic.
The one comment the creator liked is the one that agreed with his nonsense idea that it seemed like these two shapes were different sizes
Don't support yters that demand their followers be sycophants
You are one of the person who question himself and then answer himself too 💀
So am I 💀
He's making content bro. Media literacy downhill
... whoever said it was impossible must be still finger painting
As a JoC fan I am very impressed by the fact that you did not die very much, these nights are hard man
guess its true, everything goes into the square hole
When you see four right angles stacked next to each other in the middle of the puzzle you know it's going to be a doddle.
Triagle area is (h×b)÷2
Square area is L²
That means that a triagle needs to have bigger sized sides to match the area of a square.
Yes, it's impossible if u pour water.
Because the volume varied.
This takes the whole “anything can fit in a square” to a different level
All the right angles make it seem pretty easy to me
Yeah. It's obvious even for kids.
I mean, the curious kids, they don't have to be smart, just simple observation.
@@versuzzero5335 oh shit i'm a kid then
This is proof that everything should go into the square hole
That's right the square hole.
This is a pretty good activity for explaining the concept of equal areas.
"If there's a hole, there's a goal"
Golf goals be like:
"That's right, the Square Hole."
And there's a hoe
@@sugasavagerystudyacademy Chill, it's Golf ⛳
@@sugasavagerystudyacademy Why the emoji tho
A twist on the old version where they only ask you to make a square from the triangle but you can not mix the pieces only make a smooth move to show how it's possible. That's great.
You reminded me of Dora the explorer by overlooking the obvious right angles of the pieces😂😂😂
Bruh, LucasArts' "The Dig" did that triangle to square trick over 25 years ago 😂
I still remember the area formulas to this day bro 😂
Ngl they looked to be a similar size, especially when you put the triangle on top. It’s easy to visualize if you could “cut off” the outside pieces and move them to the empty space in the triangle
Yeah, this thought puzzle loses its mystery when you can see the slices in the area from the beginning
Puzzle: *exists*
Him: Why are you impossible?
"Who said it is impossible?"
IDK Bro, something's tugging at me but I can't quite place it...
🤣🤣🤣
Squares have more volume than triangles if you are wondering why it works
I thought the solution would be for one of them to be sticking up.
It works because the formula for volume of a triangle is BxH/2 while a square is just BxH.
I love feeling myself getting more spatially aware and smarter while learning from these videos. Thank you 😊
True,in blackboard a teacher struggles to make us understand his views,while in virtual like these,our mind doesn't need to integrate to image things
Wish you all the best too (watch Action lab shorts for few more science 😃)
05.03.2023 05:43 pm ist
why are these videos so interesting to me
"How is that even possible?"
Well, math.
Where does the triangle go?
That’s right! The square hole.
Bro took the little tangrams game to a whole nother level by making it an illusion 💀
I feel like this would be really easy because every right angle on the pieces just goes in a corner of the square
Now I'm thinking triangles and squares are the same...
"Who said it isn't possible?"
...You.
You must be deaf
Him: "Puzzle"
Other YTs: "Magic"
Wait......now fit it in a circle😁
"it goes in the square hole"
amazing puzzle
you’re right it does look impossible at first glance 😅
Again, the only comments he likes are sycophantic
Nothing is impossible to Puzzleguy 🔥
I feel like square to triangle may have been more difficult puzzle-wise
“It seems impossible at first glance”
This reminds me of that math problem where there's a triangle divided into smaller shapes. When they're rearranged, you end up with an empty square.
This makes a good math problem
Lets say a square had a length of 6cm, a triangle with three 60 degree angles has the same amount of area as the square. What is the height of the triangle?
6 squared is 36
36 divided by 2 is 18
The height of the triangle is 18cm
That's wrong, the height is not 18cm, you can't just divide the area of a triangle by 2 to get its height
@@noskillman5275 any triangle cut in half and put together makes either a square or a rectangle
@@noskillman5275 oh wait
The area of an equilateral triangle is sqrt(3)/4 times the side length squared. So we need to solve sqrt(3)/4 s^2 = 36, then you get that s = 4 * (3)^3/4, then the height is sqrt(3)/2 times the side length. Therefore the height is 6 * 3^(1/4).
@@ethanbottomley-mason8447 thanks for the formula
the triangle made it look hard
Our problems in life is like this triangular box , we may think it's impossible to solve the problems but when we tried or understand the problem we can truly make it.
What would be cool is if you had to rotate the pieces on their side and stack them horizontally. You could get some really weird looking puzzles with that idea
Squaring the circle is impossible, but squaring the triangle is piece of cake
The size is different, but the volume is the same, that's why the pieces can fit in each box.
U said it was impossible
With the things Vez has said, I'm shocked that the thing they are going after him for is "hating his fans".
bro took "don't judge a book by its cover" too literally
25-12-2023
WAW!!!
AMAZING!!!
❤❤❤❤❤❤
Pythagorean's theorem: Allow me to introduce my self.
Hai,I am Pythagoras,i have a gift for you,that's interesting:shows true maths actually helping people with engineering 😃
(Missing that simple & useful maths,these days tthey're making iit hard so one can't use it ssimply without breaking self character)
Universities & Education institutions making this thing in purpose to make people take unnecessary long ways for a simple straight forwarded path
Hope it will change,we will
All will be well 😃
05.03.2023 05:39 pm ist
that is completely unrelated though.
Me who knows the concept of volume would never say it's impossible
I, who knows grammar, probably couldn’t solve the puzzle without help
It's all about volume, not shape! Clever puzzle!
Is it just me or is chris better than other tutorial channels
Wow
i think it’s pretty easy to discern how to solve the puzzle because each piece has a 90 degree angle in them
Bro he just doubled the area of those pieces just by rearranging the pieces.
less of a puzzle, more of an interesting surface area experiment
i love that we all realize that it uses simple geometry by pairing all the 90 degree angles
bruh, the cut on each block makes the solution easy to get with just one glance.
"think smarter not harder" -a wise man
My mind broke for a few seconds
This feels like the picture of the kid with the two glasses of water when he points to the taller glass of water
It's cool how, In the end, you can see the holes at the bottom of the triangle box that signify it has the same volumes as the square box.
The fact that when the triangle gets rotated it looks like the Google Play Store logo-
0:24 that guitar solo is so good, possibly worth 50k
That’s right, the pieces go in the square hole
Tell me that triangle doesn't look like the play store logo💀
When you don't feel like spending money so you make it out of paper😂
"Exactly it goes in the square hole"
The reason why the triangle look bigger is because it had less side, so to keep it balance it need extra space
idk why but the formulas for the area of a square and triangle keep popping up in my mind
So triangles give off a bigger impression
The shape it makes as a result is satisfying.
Since each piece has a right angle, it is certainly possible
Did anyone else figure it out immediately by noticing that each of the shapes had a right angle to them?