非常规的解题思路,是指常规数学思想以外的解题思路。常规的数学思想能够解决数学特征较为明显的数学问题。假如一个数学问题的特征不明显,并且可能缺少解题的条件,又该怎么办呢?此时,同学们可以用非常规的思路来解决数学问题。一、联想思路联想思路,就是当一个数学问题的特征不明显的时候,可以结合某一个数学条件创造出一个的特征,这一数学问题的特征可使 Unconventional problem-solving ideas, refers to conventional mathematical thinking outside of the problem-solving ideas. Conventional mathematical ideas can solve math problems with obvious math features. If a math problem is not obvious, and may lack the conditions for solving the problem, what should we do? At this point, students can use unconventional ideas to solve mathematical problems. First, the associative thinking Associative thinking is that when the characteristics of a mathematical problem is not obvious, you can combine a mathematical condition to create a feature, the characteristics of this mathematical problem can be