Can you move three toothpicks to make three squares?

Can you move three toothpicks to make three squares?

Answer: It is 4. Question 2: How many sticks would you need to make 3 INDEPENDENT squares. Conclusion 1: The three squares in the solution figure won’t have any common stick between any two of them.

What is the rule for making 3 squares with matchsticks?

Summary of 3 stick moves: Move 3 matches to make 3 squares matchstick puzzle. Select any pair of corner sticks for first and second moves, destroying 1 square, eliminating 2 common sticks and freeing up 2 sticks. Select for the third move, any of the corner sticks of the square opposite to the square just destroyed.

How many matchsticks should you remove to get exactly two squares?

Conclusion 1: To make 2 squares by these 10 sticks, the 2 squares must be of UNEQUAL SIZE. Reason for unequal size: To make two squares MAXIMUM number of sticks required is 8 when the two squares do not have any common side. Puzzle figure has 10 sticks, more than the maximum. That’s fine.

What is the difference between the number of matchsticks use of 1 square and 2 square?

The difference is that: For example, if we use 6 matchsticks in one square then in two squares we will use 12 matchsticks. The double of one square.

How many matches do you need to make 3 squares?

Move 4 matches to make 3 squares – puzzle solution(puzzle supplied by Mike Daigneault, solution supplied by us, alternate solution supplied by David Tiffany) 10 to 2 squares Move 3 matches to make 2 squares – puzzle solution(puzzle supplied by Tabitha King)

How long does it take to move 3 matchsticks to make 3 squares?

Move 3 matches to make 3 squares from 4 matchstick squares in the puzzle figure. How many unique solutions can you find? Total recommended time is 10 minutes. It’s not a difficult puzzle and you should enjoy solving it. Two solutions, both systematic, are presented after intial analysis. The solutions are,

How do you make 3 squares in 3 moves?

Answer To Matchstick Puzzle Make 3 Squares In 3 Moves. The only clever part is figuring out which matchsticks to move. Here are the 3 steps to making 3 squares of equal size. Due to symmetry of the original shape, there are equivalent solutions by rotating the moves 90, 180, or 270 degrees from the center.

How to solve the 16 squares to none puzzle?

16 squares to none Remove 9 matches so that no square (of any size) remains – puzzle solution 3 squares to 5 Move 6 matches so that 5 squares are formed – puzzle solution Make 3 squares Move 3 matches to get 3 perfect squares – puzzle solution Divide by 2

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