Make 3 Matches Into 6? Top 73 Best Answers

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How do you make 3 matches into 6 without breaking into them?

Answer. Explanation: Take 2 matchsticks and make a V from it. The remaining matchstick forms I.

How do you make 3 sticks with 9?

How would you change the value of the 3 matchsticks to 9 without breaking any sticks? All sticks don’t have to be flat on the surface and you may only move 2 sticks. The Roman numeral for the letter 9 is IX.

Match Stick Puzzles

~Cape Town, SA~

I’ve always been fascinated by these little chopsticks with their round heads. There are just so many fun things to do with them… I started collecting matchstick puzzles a long time ago and decided to feature them all on this blog.

Can you make 3 squares by moving 3 matchsticks?

Here the concept of sticks common between two adjacent unit shapes comes. Eliminate all 4 common sticks. Form 3 independent squares, By moving just 3 sticks.

Match Stick Puzzles

Puzzle: A matchstick puzzle is given below, move 3 matchsticks to get 3 squares. List any potentially unique solutions to the given problem.

Solution:

Let’s discuss a step-by-step solution to come to a conclusion.

1. Count the total number of matches available in the task. In the figure, the total number of matches is 12 as shown in the figure below.

2. Now to make a square 4 double crochets are used, to make 4 squares 16 double crochets would have been used but we only have 12 double crochets. This is where the concept of sticks common to two adjacent unit shapes comes up.

3. Now to make 3 squares, 4 * 3 = 12 double crochets are needed (maximum if double crochets are not common between squares). And in this case there are 12 matches available. Now we just have to-

Eliminate all 4 common sticks.

Form 3 independent squares,

By moving only 3 sticks.

4. Concept of the promising stick

Interestingly, if one of the 12 sticks is moved first, at least two common sticks lose their common properties. When moving any of the four common sticks, 4 freestanding sticks appear immediately. This cannot be achieved in the remaining two moves. Therefore, the first stick move that eliminates two shared sticks cannot be a shared stick.

Eight of the remaining sticks (1, 2, 3, 12, 11, 9, 8, 7) can be moved first as all 8 sticks share the same position, function and position within the structure. Those are the corner sticks. These are the promising sticks.

Solution 1: Common stock elimination technique

Number 4 cannot be divided into three positive integers with a minimum value of 1. One of the three numbers must be 2. By using Reasoning, 4 ordinary sticks can be eliminated in just 3 moves because-

1. Move the number 2 stick first. This destroys 1 square and eliminates 2 common matches.

2. Move stick number 3. This will result in you gaining 2 free sticks, eliminating 2 common sticks (like 5, 4 are now not common sticks) and 1 space less.

3. Move the 3rd staff so that it eliminates 2 more common sticks and destroys 1 more square.

Note:

None of the four sticks numbered 1,7,11,12 belonging to the two squares adjacent to the square just destroyed cannot be removed as this eliminates 1 more common stick, destroys 1 more square but two unplaced chopsticks and that would create situation could not be manipulated.

The only possible solution to this step is to select stick 8.

Therefore, 3 more solutions can be closed using this method as shown.

Solution 2: If in the first solution sticks 1,7,12 instead of 2,3,8 are considered for the movement.

Solution 3: If sticks 1,7,11 are considered for movement instead of 2,3,8 in the first solution.

Solution 4: If sticks 8,9,2 are considered for movement instead of 2,3,8 in the first solution.

How do you make three squares with 8 matches?

The task is to make three equal squares using the given 8 sticks.
  1. Solution: …
  2. Now place the second stick of length a vertically such that it cuts the previously placed stick into two equal halves.
  3. Place the third stick of length a horizontally connecting the bottom point of the vertically placed stick in last steps.

Match Stick Puzzles

Four sticks of length “a” and four more sticks of length “b” are given. The length of “b” is exactly half the length of “a”. The task is to form three equal squares with the given 8 sticks.

Solution :

Below are the steps to make three equal squares from the given sticks:

1. Lay the first stick of length a horizontally.

2. Now place the second bar of length a vertically in such a way that it cuts the previously placed bar into two equal halves.

3. Place the third stick of length a horizontally by connecting the bottom point of the stick placed vertically in the last few steps.

4. Now place the fourth double crochet of length a so vertically that it cuts the last double crochet placed in half and creates a square of size a/2 ( = b ).

5. Now only 4 double crochets of length b remain and 2 more squares remain to be formed. Use the remaining 4 double crochets in the corners of the remaining sides of the side a/2 squares ( = b) .

Below is the video of the figure above:

Can you correct the equation by moving just 1 matchstick?

Brain Teaser Answer

In this brain puzzle, moving 1 matchstick from the left-hand side to the right-hand side will help you in coming up with an answer. Pick a stick from the first number 8 such that it transforms to form number 9 and put that in the number of RHS such that it becomes 8.

Match Stick Puzzles

Can you move only 1 matchstick to solve the equation? This brainteaser is for those who enjoy solving analytical puzzles and games. Brain teasers are mainly a trickier version of riddles and riddles as these brain games are solved with lateral thinking. As you solve these, you need to analyze something different and ready to use. To get to the solution you need to be creative as the answer is not right in front of you. So we came up with an interesting brain teaser where you just need to move 1 matchstick to correct the equation in the picture.

Can you move just 1 matchstick to solve the equation within 20 seconds?

In the picture above you need to move a stick in such a way that the equation gets right. An alert mind can solve this riddle in 20 seconds. You need to carefully analyze the equation shown in the picture and the mathematical symbols. As a heads up, the answers to this brainteaser are provided just below the question, so make sure you don’t scroll too far and cheat!

Hint: Apply the rule: LHS = RHS.

Brain teaser answer

In this brain puzzle, moving 1 matchstick from the left side to the right side will help you find an answer.

Given equation, 8 + 3 – 4 = 0 written with matches

Choose a stick from the first number 8 so that it turns into number 9 and put it in the number of RHS so that it becomes 8.

This gives us

9 + 3 – 4 = 8

So the solution to the riddle is:

Left = 9 + 3 – 4 = 12 – 4 = 8

RHS = 8

LHS = RHS

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Other answers to this brainteaser may include:

Take a stick from the first number 8 so that it turns into number 6 and stick it into number 4 so that it turns into 9.

Left = 6+3-9=9-9=0

RHS = 0

LHS = RHS

Choose a wand from the third number 4 so that it turns into number 11.

Left = 8+3-11=11-11=0

RHS = 0

LHS = RHS

Using lateral thinking will help you derive answers in such brain teasers. This riddle was tricky but easy as it takes less time and brain power to solve. But it feels great when you find out the answer in just a few seconds.

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What is the minimum number of matchsticks that we have to move to create 3 squares?

Answer: 2: To make 3 independent squares you need exactly 12 matchsticks that you already have. As you know that if there were a single stick common between two squares need for sticks would have reduced by 1 to 11, you can make your first conclusion.

Match Stick Puzzles

Move 3 matchsticks to form 3 squares – matchstick puzzle on tic tac toe

Move 3 matchsticks to make 3 squares out of the tic tac toe matchstick figure.

How many unique solutions can you find?

Recommended time to solve: 5 minutes.

Try it. It sure will be fun.

Tip: Use your analytical thinking instead of random trial and error.

We will solve the puzzle step by step, analyzing the puzzle structure and drawing conclusions based on general stick limitations and a series of questions, analysis and answers.

Solution: Move 3 matchsticks to get 3 squares

The following is the tic tac toe matchstick puzzle figure where each stick is uniquely numbered. That helps us explain.

The first step in solving a matchstick puzzle is to count the number of sticks in the puzzle figure. It’s exactly 12.

Question 1: How many matches do you need for 1 square?

Answer: It’s 4.

Question 2: How many sticks would you need to make 3 INDEPENDENT squares.

Answer: 2: To make 3 independent squares you need exactly 12 matchsticks that you already have.

Knowing that if there was a single common stick between two squares, the need for sticks would have decreased by 1 to 11, you can make your first conclusion. This is a key inference or key pattern identification based on a common stick concept.

Conclusion 1: The three squares in the solution figure have no common stick between any two of them.

Note: This is what we call key pattern identification as well as precise requirements specification for the final solution. Further analyzes and decisions will follow from this result.

Chain of reasoning based on general stick constraint and identification of sticks to move

Look at the puzzle piece and take stock.

Observation: There are four almost complete squares in tic-tac-toe. Everyone already has three sides (three times four make the 12 sticks). Only 1 double crochet is required to close the fourth side and complete a square on each side.

These are,

I: Canes 1, 5, 3.

II: Canes 4, 8, 12.

III: Canes 11, 7, 9.

IV: sticks 10, 6, 2.

Conclusion 2: Some of these four squares, which are only open on one side, must be filled in almost completely in order to obtain the final solution figure. This is an obvious conclusion.

Now ask yourself the question

Question 3: What would be the situation if one of these almost complete squares was finished?

Just assume the square with sides 10, 6, 2 is completed by moving stick 1. Is there a problem you are observing?

Answer 3: Yes, there will be a serious problem.

A common stick 6 is created with the existing central square consisting of sticks 5, 6, 7, 8.

An example is shown to illustrate the consequence. This is not trial and error. This is the widely used and extremely valuable management technique of consequence analysis.

Therefore, you must draw the second important conclusion,

Conclusion 2: In order to find the desired solution, the central square MUST be destroyed by selecting one or more sticks under 5, 6, 7, 8 to move.

Since all four almost complete squares are STRUCTURALLY EQUIVALENT, you can choose any of the four.

Action 1: So you choose floor 5 with full confidence that this must give you a solution. And immediately move it to complete one of the three remaining nearly complete squares, say a square with three sides 11, 7, 9.

The result of the action is shown below.

Well well well. With that single confident action, you have the solution in your pocket.

The two sticks 1 and 3 are hanging and can be moved to complete the other two squares, the three-sided square 10, 6, 2 and the three-sided square 4, 8 and 12.

The following is the result of these actions. We kept the original sticks we moved but made them faded to give you a very clear idea of ​​how you created the solution figure from the source figure.

Note that you could have chosen any of the other three open-sided three-bar components to form three perfect squares. But the result would have been the same if you had just rotated the figures appropriately.

So we conclude

These three other solutions would alternately be identical to the solution you created. That is, the solution is rotationally unique.

You can try to find another solution character. You won’t get more, knowing your reasoning was bulletproof.

final remark

We approached the problem systematically and analytically, not haphazardly. This is what we call a systematic approach to problem solving.

In general, a systematic approach to problem solving relies heavily on identifying key patterns, developing effective methods, and deductive reasoning to arrive at the solution without confusion and in as few steps as possible.

This is systematic problem solving.

After all, you don’t need to know math or any other subject to solve matchstick puzzles – you just need to recognize key patterns and use your analytical thinking skills to find the solution safely and quickly.

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Puzzles for you to enjoy

Easy to difficult brain teasers with systematic solutions

Challenging brain teasers with solutions: long list.

This is always the most up to date complete list of the brain teasers, organized into categories which are searchable separately.

You can also click on the category terms link below to enjoy the brain teasers categorized under the given category.

For example, if the category term link shown below says “puzzles”, click on it to cycle through all the puzzles.

What shape can we make if we connect three matchsticks?

This is an acute angle triangle and it is possible with 3 matchsticks to make a triangle because sum of two sides is greater than third side.

Match Stick Puzzles

F4) Try to construct triangles with matchsticks. Some are shown here.

Can you make a triangle with:

(a)3 matches?

(b) 4 matches?

(c) 5 matches?

(d) 6 matches?

(Remember that you must use all available matches at a time.)

If you can’t form a triangle, think of reasons why.

Turn 3 into 6 | Make 6 from 3 matchsticks without breakin || Matchstick Puzzle #maths##cooltrick

Turn 3 into 6 | Make 6 from 3 matchsticks without breakin || Matchstick Puzzle #maths##cooltrick
Turn 3 into 6 | Make 6 from 3 matchsticks without breakin || Matchstick Puzzle #maths##cooltrick


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Turn these 3 matches into 6 without breaking any of them.

The challenge is to Turn these 3 matches into 6 without breaking any of them. 3 Sticks. Here is the solution. Was the challenge too difficult?

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Make the Three Matchsticks Into Six Without Breaking Them …

There are three matchsticks, and your challenge is to make the three … In just two simple moves, you can turn three matches into six!

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Funstuff – Match Stick Puzzles – Caithness CWS

Can you make these 3 matches into 6 without breaking or splitting them? Add 5 matches to the 6 below to make 9 and prove the mathematicians wrong.

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You have 3 matchsticks. How will you convert them into a …

Click here 👆 to get an answer to your question ✍️ You have 3 matchsticks. How will you convert them into a number 6?

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Turn these 3 matches into 6 without breaking any of them.

Turn those 3 matches into 6 without destroying any of them.

Can you solve this tricky test?

Below is today’s challenge.

In the picture we see 3 wooden sticks

The challenge is to turn these 3 matches into 6 without destroying any of them.

Here’s the solution

Was the challenge too difficult? If yes, the answer is below the next picture.

REPLY:

Congratulations if you have passed the challenge! Now press the SHARE button below and challenge your friends to a fun test!

Make the Three Matchsticks Into Six Without Breaking Them–Most People Fail This

It’s a fact of life that many people these days are so locked into their handheld devices that they literally can’t look up for more than a few seconds without flipping around online.

You may be wondering what on earth we were doing before smartphones (well, what were you doing?). In the days before TVs and computers, people had longer attention spans — that’s for sure. And they were masters at using their imaginations too!

To amuse themselves, they invented games: card games, board games, and matchstick puzzles like the one you’re about to play.

Try it yourself!

Here’s a matchstick brain teaser that seems easy, but is trickier than it looks. There are three matches and your challenge is to make the three matches six without breaking them. Can you do it?

Make six of the three matches without breaking them.

(The Epoch Times)

It’s pretty difficult for something so simple, don’t you think? (And you thought Candy Crush was the ultimate pastime!) See if you can solve it yourself, and if you think you know the answer, or if you’re totally done, check out the answer below.

In just two simple moves, you can turn three matches into six!

(The Epoch Times)

Presto!

(The Epoch Times)

And there it is: the number six… written in Roman numerals. You probably never expected that, did you? That’s why they’re called “brain teasers”; You tease the brain into expanding beyond its own limits – including your assumptions about the game itself. In this case, we never said not to use Roman numerals; Your own assumptions may have bottled you up.

If you solved it successfully, congratulations! You have proven that you can think outside the box!

Whether you succeeded or not, we hope you enjoyed this tricky little distraction and realized just how much you can do with things as simple as matches. (If you want to play a bonus round, click here!)

And if you enjoyed this game, be sure to share it with a friend or family member and give them a good brain teaser!

Match Stick Puzzles

Can you turn these 3 matches into 6 without breaking or splitting them?

Add 5 matches to the 6 below to make 9 and prove the mathematicians wrong.

Move 4 matchsticks to form exactly 3 equilateral triangles.

From this row of 7 matches, remove 1 match and move 2 so that nothing is left.

In this figure, move only 3 matches to leave 4 squares.

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