Connect A and A by drawing lije outside the box Connect B and B by frawing line within the column (Slant line directly connecting B and B) Connect C and C by avoiding the line and draw an outside line to connect them
It’s really easy. One of the Cs curves around its adjacent piece and through. The adjacent piece connects on the inside and the remaining piece connects on the outside. You don’t even need an IQ to solve.
Can start anywhere but i start with top B going over top A around to bottom B.. then C starts from the inside and also goes over the top A but under the line of the B and to the outside of the other C and then A is a wavy line through the middle to avoid the C line. Ta Da !!
B to B inward cross line Left side C to right side C.This line should be drawn above the right side B A to A is connected by drawing line outward. This is 💯 percent correct answer
@@shaojh I was half-joking. You start by connecting C to C first. Draw a line from the left C towards the left, curve up and then through the center to touch the other C. Then from the left A, draw a line through the center while avoiding the C to C line. From here it's easy to see you can connect B to B by going around the figure. By the way, you really don't need an IQ of 150 + for this... this is an easy test that just takes some time to scratch your head to solve. Actual IQ tests are much harder.
I think it’s impossible to be solved on a two dimensional plane because, the moment you draw the second line, (independently of the first two choosen letters) you’re going to draw an enclosed region and the third line will always intersect the above-mentioned region. This is also known as the “Three Utilities Problem”.
Since the earth is round, we will draw a line around the whole earth to get point A to point A in a diagonal like line, then C to C around the earth and B through the middle.
It's very easy ....... 1). A inside to A inside. C inside to C outside (parallel to A-A joint). Now B to B outer joint (as you wish -upside or downside). OR 2). B inside to B inside. C inside to C outside (parallel to B-B joint). Now A to A outer jiont (as you wish -upside or downside ).
Solved it! B travels inwards. The do C above A to reach C. … Next do A last also above to get to A. That way it doesn’t cross paths… if you do A before C, the would cross paths.
You need to cut all letters and glue them onto other paper, both triples in permutatnion A B C. Then just draw straight lines from A to A, B to B and C to C. Done.
Just for your knowledge, It’s impossible to do. For example in math, there’s equations like 1/0 that are undefined or give you errors because it’s impossible to do and just keeps giving you the same outcome no matter what you do. I hope that’s clear(:
If we are going strictly without crossing any lines whatsoever including the ones already drawn connected the 3 left and the 3 right, the only way to connect all 3 is to reshape the paper to puncture a hole next to each C and draw a line that goes along the back of the paper. If the paper cannot be changed, there is no solution. Two lines will always block one of the connections.
@@jd6331 without crossing any lines including the ones already drawn? I bet you messed up. True intelligence also admits defeat when it knows it can't win the impossible.
@Haku Yuki but then technically you surged out all lines because you crossed a, b and c together into one exit port. The red lines are there to make sure you don't cross them.
@@brianmcclenahan617your solution is technically correct but it’s a very short sighted answer, given the rule set and since you already are taking advantage of what’s not specified why can’t the same problem be drawn on a surface other than paper. A hard surface such as concrete would completely render your solution useless. Other than that, the rules given makes this problem impossible.
It is very easy start by connecting C to C first.draw Aline from the left curve up and then through the center to touch the other C.then from the left A,draw a line through the center while avoiding the C line.From here it's to easy you can see you can connect B to B by going around the figure. By the way to slove this puzzle you don't want 150+IQ and the real IQ test is even harder
For a legit solution you will have to draw all the lines thru the middle gap and spiral the lines around the bracket. Start with the left B, go up, thru the gap and connect. For C follow next to B-line, go past it and loop back around from the middle. Use the same logic for A. You should end up having lines doing 0, 1 and 2 loops around the other bracket
C - C you make a line that goes out then as far down you can go then you go the the corner of the paper then you go up then it connects to C B-B you go down and through the middle For A-A you follow the C line then you go up and connect it to A
The answer is to realise that this is a waste of time and that they are just using you by giving you an impossible puzzle, making you feels bad by quitting because then you don’t have a IQ of 150 and farming you for watch time
I can first step, Connect A to A (interior) Connect B to B by (exterior) Lower side left to right Connect C to C by (exterior) Uppercase over A's wire to (interior) C
Solution: A---| |---B | | | | C---| |---C | | | | B___| |___A | | |_____________| Draw one line connecting from the left side A down to C to B loop down and around to right side up to A to C to B... and they are all connected thru one line... so technically A is connected to A, C to C and B to B... since it's only one line, there are no crossings... noting that that was the only rule stated, "connect each letter to its equal without crossing lines"
Parallel lines also means that are overlapping, if you do not accept intersections why should you accept overlaps? You connect the A ->A from below, then the line of the c passes over the B and you go to connect with the other c, there is room for the connection of the B->B passing under the line of the C
Start from A go to inside and connect to A, then start C parallel to A through inside and directly connect to C. Now B will be free in both end without any overlaps. Try it and update..
@@blaze4270no it really is impossible, you solve it by saying there is no solution. If you found one you are wrong and need to try it on a piece of paper.
There's no way of doing it without making a hole in the paper. Even by folding techincally your lines are crossing, they just happen to cross at the point you have folded the paper. Either that or your line crosses one of the red starting lines.
@@kypolar0558 draw a line from circle to circle it won’t touch any other lines, but will still be connected to the other liens through the circle as a joint.
She said not to cross the lines to connect the alphabetic circles, but we can definitely join the red lines by drawing straight line from leftA-rightB and leftB-rightA (it will create a square) the connection of A-A and B-B will have a common line which is B-A(vertical red line on right side) or A-B (vertical red line on left side) and then make a normal curve for C-C connection.
It's very simple draw from A to A just take it upon B come down match A then B start it from inside and match it B then C path start from out side come down to below B and take inside to match the c beside B path now you got it🎉
@@vsugarscandy coil the paper into an infinity like the puzzle "How to get the ant to walk the other side of the paper" then just draw three straight lines horizontally
I found the answer, assuming the red lines mean anything, it’s impossible to solve. But if the red lines meant something it would also be impossible to know that without her telling us.
@@FROGGOOOro that’s not accurate. U blocked the middle with the diagonal line from b to b so you cant go down and around with A AND C only one or the other
I was getting really frustrated with myself because I thought I was taking forever because of 70 IQ or something. Turns out you’re supposed to utilize the red line as to plug the line in from the back. I thought that was cheating so I ignored it. Lol
It is unsolvable there is no solution one of them always will cut and cross the lines im gonna try AI to solve it 😂 But i tried all solution the answer is unsolvable because of the misrulling, if C and B were switched on the right side of the screen it would be soluble 😅 At the beginning i thought it is easy to solve 😊 Edited: i solve it ,you have to think out of the box really clover but that needs a video to explain
@@GonPlayss very well gon, either choose the top or the bottom dots to connect on the outside and the rest of the dots should be able to connect on the inside easy peasy✨
@@Gabriel-tj3resorry to inform you but you are still dogwater iq, it’s not possible to solve, they crossover no matter what you do. Try it on paper instead of doing it in your head.
@@no_name3229 it’s not common sense because the second it’s unfolded the line is cut off, if it shifts slightly the line is cut off, etc. it’s not common sense to cheat, it’s understandable to be thinking within reasonable parameters, even though the test cannot be solved by said parameters. Basically it’s not a puzzle, because it’s only winnable by cheating in ways that don’t actually work.
everyone claiming they can do it hasn’t actually done it on paper. they are instead just visualising it and have the visualisation all muddled. From a mathematical standpoint the question is simply impossible. there is no valid solution
Well, this isn't drawn the way this puzzle is usually drawn (probably by mistake), so the usual answers involving C-C on inner or inner-outer paths don't work (assuming we aren't allowed to cross any red barriers). This leaves another solution though: tape the paper together as a cylinder, then it's easy.
if it has no degree of freedom for the spellings to connect by the sides parrallel to the small dash, then there is no possibility for it to be connected
There is really no realistic solution to this problem, since it is impossible to connect three bungalows to three supply lines without at least a pair of lines intersecting. This problem is studied in the topological graph theory branch of mathematics, which studies the projection of graphs onto surfaces.
if u do this logically or mathematically this is not even possible, the only way to actually do this is to use your creativity/imagination but other than that this is straight up impossible to solve if u start with crossing both c’s inside thats not gonna work since b will block a and a block b, any other method is not gonna work except using your own creativity/imagination for example:Using a portal, folding the paper and etc other than that this is not possible logically or mathematically, so with that this is not possible to solve, like at all
A sheet of paper has two sides, so you can just draw a straight line to connect all of them by drawing a line until you reach the left or right side of the paper, turn it around, draw your line to the other side of the paper, turn it again to the side you started with and complete the line. Otherwise it would be possible if you just connect b via the red line. c by linking the c on middle left via an curve which goes under the bottom left b and then just through the inside of the red Box and last but not least connect the upper a on the left side with a simple curve which proceeds above the top right b.
My grandfather gave me this puzzle as a child to keep me quiet except it was 'electricity, water, gas'. It's not possible without crossing lines, but it made my grandfather happy.
