Ōe is a town in Yamagata, Japan;
remove 2 to leave 1.
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Question 2
MOVE 3 matchsticks to make the equation true. Can you find all 3 solutions?
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Question 3
TAKE AWAY 3 matchsticks to form the SMALLEST possible number.
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Question 4
The vertical matchsticks on the scale all have the same weight. To
balance the scale you need to add 1 more matchstick. Where would you
place it?
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In the original puzzle:
Left of balancing point: 4 + 2 + 1 + 1 = 8 units
Right of balancing point: 3 + 3 + 4 = 10 units
From the above we can see we need to add 2 more units to the left of the balancing point. This is done by placing the matchstick as shown in the solution.
Question 5
Move only 1 matchstick to create 2 squares
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Question 6
Move two matchsticks to make the equation true
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Question 7
Add two matchsticks to make the equation true
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Question 8
Move only 2 matchsticks to create 6 squares and 4 rectangles. The following rules apply:
.
1. Squares must be equal in size
2. Rectangles must be equal in size
3. Not all squares or rectangles have to be connected
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Question 9
Take away two matchsticks to make the equation true
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Question 10
Move 3 matchsticks to create 9 squares. The squares must be equal in size
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Question 11
What is the relationship or link between the 4 figures below?
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Question 12
Can you decipher the hidden word in this figure by linking row 1 with row 2
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Question 13
Move two matchsticks to make the equation true. *More than one solution
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Question 14
Move two matchsticks to make this equation correct. *more than two solutions
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Question 15
Take away only 1 matchstick to leave 4 equal squares. All the squares
must be connected and all matchsticks must form part of a square.
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Question 16
Which layout is the odd one out?
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Question 17
Move three matchsticks to make the equation true
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Question 18
Take away two matchsticks to make the equation true
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Question 19
How would you show that this equation is correct by just adding only one matchstick
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