Questions tagged [matches]
A puzzle from 2-dimensional or 3-dimensional geometry centered around matchsticks, often involving moving, adding, or removing some to achieve some defined goal.
111 questions
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Make an equation that could be true [closed]
Make an equation that could be true by moving just 1 matchstick.
Conditions:
You cannot change = to ≠.
You cannot invent your own notation. Notation must be well-known. For example, you cannot create ...
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Move one matchstick to create a three-letter word
On a table, you have several matchsticks as arranged below. Your objective is to move a single matchstick to create a three-letter word.
Which matchstick do you move, and how do you move it?
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Turn 1111 into zero [closed]
Draw exactly two non-touching straight lines to turn 1111 (as shown below) into zero.
Note: A minus sign is one line
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an esoteric matchbox
Seeing a vast repository of matchstick puzzles, Professor Moriarty determined to create one of his own. Behold, his greatest crime yet, the best and worst matches puzzle to ever grace this earth with ...
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Move exactly two matches to make the two sides equal
Use some creative thinking to make the equation below correct. You must move 2 matches. You cannot alter/modify the = sign. You cannot remove any matches or put one over another match (to make 2 ...
- 7,497
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Odd solutions are in 3d
This puzzle is part of the Monthly Topic Challenge #11: Now in 3D.
You are given a collection of sticks which are straight lines of length 1. Two such sticks can be attached to each other at their end ...
- 2,264
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Add 3 matches to make 6 squares
This puzzle appeared at the UQ Mobile store at Shibuya Scramble Square:
マッチ棒でできた六角形にマッチ棒を
3本追加して正方形を6つ作りなさい
Add 3 matches to this (a regular hexagon made out of 6 matches) to produce 6 squares.
No ...
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Matchstick Puzzle: 6758-267=3519
Move exactly 3 matches to correct the equation.
Reads 6758-267=3519
There are no spaces, just some room for possible matches. In the end we ignore all spaces. Digits that are not seperated by a plus, ...
- 191
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Add a line and fix the typo
My dad has invented a new puzzle genre called “add a line and fix the typo”, but due to his senility I can’t be 100% sure this was a deliberate effort on his part. Last week he showed me a puzzle and ...
- 7,862
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Use 12 unit length matchsticks to enclose a region whose area is 4 square units [closed]
I do not know the original source of this problem; I have seen it a few places. The solution that I have seen is not pretty in the sense that it lacks symmetry. Can you find an elegant solution? Of ...
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Number to Country Conversion
Move 3 matchsticks from the number 808 to form the name of a country
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Move two matches so that no triangle remains [closed]
This puzzle comes from Nobuyuki Yoshigahara. Move two matches so that no triangle remains. There are at least five different solutions. How many solutions can you find?
You can’t burn the matches. ...
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Make 65-57=91 correct by moving one matchstick [closed]
65 - 57 = 91
Not sure how to make this correct by only moving one matchstick.
user79647
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The smallest and the largest number [closed]
Shown below is number 10 formed with 5 sticks.
1 Move exactly 1 stick to get the smallest non-zero positive number.
2 Move exactly 1 stick to get the largest non zero positive number.
Some creative ...
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Paris and Wife Matchstick
Here are two matches dates that I hold with love in my heart:
The current sum is 1970 + 1997 = 3967.
You must requisition at most 10 matches so that the sum is "as big as possible". We will ...
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This is... to me! (Matches Puzzle)
Make these two "equivalent" equations true by simply moving (changing the position of) exactly three lines (per equation). The equations are two different representations of the same (what I ...
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This is taking too long! [closed]
Move two lines to make the equation true.
As always, no inequality symbol (≠), adding, and subtracting lines. Move the lines only.
Hint 1:
Hint 2:
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Another Matchstick riddle(not puzzle)
Here are the rules in order to manipulate the matchsticks:
You are required to move exactly 3 matchsticks.
You may rotate any whole symbol(circled in blue)or number as many times as required.
Most ...
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Matchstick Riddle
Disclaimer: This is a matchstick riddle, not puzzle. Oh, and everything is a clue.
Only enter an answer if: it is original. Then, you can release the answer you think it is.
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What are all the possible transitions between matchstick numbers?
If these are all the matchstick numbers:
...
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Yet another matchstick puzzle: 14 = 5 [closed]
Is the expression below correct? No. But I never take no for an answer.
Your task is to make the expression true by moving exactly two matchsticks.
As usual, inequalities are not allowed. So is ...
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Play with matchsticks
By moving only 1 matchstick make the equation correct (not equal and > and < are not allowed).
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Complex Matchstick puzzle
This is my toughest invention so far, not sure if it's already been done but here it goes.
Move a single stick to obtain a correct equality. (To be clear: the stick needs to be moved and placed down ...
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A simple Matchstick puzzle [closed]
Here is a simple matchstick puzzle. Some creative thinking may be needed.
Make the equation below correct by moving only one matchstick. The use of > or < or not equal to is not allowed. You can'...
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You don't want to sell me matchsticks
Fix the image before completing the sequence. What do I want you to draw your attention to?
103, 91, 79, 0, x, x, 28, x, x, x, 0, 78, x, x, x, x, x, x, 5
Hints:
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A cinematic masterpiece in matchsticks
Polanski's magnificent Chinatown (my all-time fourth favourite film) was produced among numerous other movies by Robert Evans, the second anniversary of whose death is today1.
What better excuse for a ...
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Matchstick Puzzle 4971 [closed]
Rewriting the puzzle in text:
Move exactly 2 matchsticks to make this equality true:
4 + 9 - 7 = 1
Important Points:
By the word 'move', I would also like to allow the possibility of 'remove', to ...
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Minimize 1×3 tiles on a 5×5 table to block any more 1×3 tiles
What is the minimum number of 1×3 tiles that can be put on a 5×5 table so that no more 1×3 tiles can be put on it?
Borders of a tiles are parallel to sides of the table.
It is 5 but I can not prove ...
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How many matchsticks need to be removed so there are no equilateral triangles?
The puzzle is as follows [with minor copy edits for grammar]:
By only using matchsticks of equal length a set of equilateral triangles has been built as indicated in the figure from below. With that ...
- 1,581
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Matches to move in order to get right roman numeral over fifty
The riddle is as follows:
The figure from below represents a set of roman numerals wrote in such
a way that the sum is not correct.
The numbers are arranged as:
50+12=51
How many matches minimum ...
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Move 3 matches to maximize triangles
The problem is as follows:
The figure from below shows 9 matches. If only 3 of them are changed
from their positions, then what is the most number of triangles that can be
made?
The alternatives ...
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Move 2 matchsticks to make the equation correct, and give 3 ways to do so
I am trying to solve the following matchsticks puzzle:
Move two matches to make the following correct: You also have to give 3 ways to do so.
Despite trying my best to solve this, I wasn't able to ...
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Matchsticks: Fix the Equation
Here's a simple puzzle I just created:
Move just one matchstick to fix the next equation:
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Matchstick Problem: Turn 1 into 12 by removing a matchstick [closed]
Below are some matchsticks arranged to display an expression.
Your task is to remove one matchstick so that the resulting value of the expression will be twelve.
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How many steps for matchstick-Lychrel numbers?
The Lychrel number is famous in the recreational mathematics. The process about the Lychrel numbers reverses arrangement of the previous number.
Mimicking Lychrel numbers, I would like to devise ...
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Matchstick rearrangement: Zero to Hero
Below is an expression that has a value of 0.
How can you move only three matchsticks for the resulting value to be 49?
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Move just one match
Make a correct equation by just moving one matchstick!
This is the source. Spoiler--source reveals answer.
user70797
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Moving matches to produce largest possible number
María Lucía Uribe´s recent match-moving puzzle (Move matches and make largest possible number) begs for the following matter to be settled once and for all.
If each of the numbers from 100 to 999 is ...
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Move matches and make largest possible number
a) Move three matches to make the largest possible number.
b) Do so moving four matches.
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Matchstick puzzle that may or may not have a solution
Can you find a solution by only changing (moving) one stick?
From my point of view I think I systematically exhausted all possible configs and I couldn't find a solution, so I think there is no ...
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Math-stick problem [closed]
Here are 6 matchsticks.
You should rearrange them, to make nothing
But you should not waste or get other matchsticks
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What was Matt's matchstick puzzle?
Something rather funny happened at our Puzzlers' meet the other day.
"Oh hey buddy, can you hand me exactly 18 matchsticks? I wanna show you this new matchstick puzzle I came up with." Matt ...
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9-5=5? Matchstick problem
Move one matchstick to make an equality.
Question made by me (Is this too easy?)
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Move just 2 matchsticks to make three equally sized triangles
There are 9 equally sized matchsticks, move 2 to make 3 equal triangles
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Matchsticks 9 + 9 = 8 [closed]
You are given the wrong equation (made out of matchsticks) 9 + 9 = 8 and you can move at most 3 matches. Your aim is to find all possible correct equations. Selected answer will be one that discovers ...
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Move two matches (no [lateral-thinking])
Move two matches to make the following equation correct:
Despite it commonly applying to puzzles of this kind, there is no [lateral-thinking] tag here, so no spelling out numbers, no turning the ...
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Unexpectedly Difficult Matchstick Problem
The words say:
听说只有智商高达200的人才有办法打出来 (only people with 200 iq can solve this).
只移动1根火柴让算式成立 (move only one match to satisfy the equation)
note: it is not my puzzle and i do not know the solution
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Which number is next? [closed]
Which number will be in the next Box?
*Just do not triffle that the numbers are in lighting match format.
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6+8=71 move two matches
How can I make this equation true by moving two matches?
It's in a game "Smart Puzzles" - it's called Matches, and there are about 13 different games in it.
Additional images - my attempts
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