This is an interesting math game-setting matchsticks, which is also a common topic in outward bound training in primary schools.

Doing more exercises in this area can cultivate children's divergent thinking ability. Some people describe this problem. Adults can't find the answer after racking their brains. Pupils succeed in one minute! That makes sense!

Here are some matchsticks you can try to make:

1. Move one of the matches to make the equation hold. ( 14- 1+ 1=3)

2. Move one of the matches to make the equation hold. ( 1 -70 1=2)

3. Which match can be moved to make the equation hold? ( 1 1 1+ 1= 1)

4. Which match can be moved to make the equation hold? (9+5=9)

5. Move a match to make the equation hold! ( 1 1- 1 1 1= 1 1)

These five problems all have the same requirements, and only one match can be moved to make the equation hold. These questions are not too difficult, so I won't say the answers one by one. Think about it.

Matchmaking is the most classic math game. A few simple matchsticks can form a series of classical mathematical divergence problems. Some teachers have a headache, but as long as they practice more and are familiar with routines, they can do well.