一、赋予数学问题具体的生活背景众所周知,数学是一门抽象而逻辑性又极强的一门学科。那么我们在学习数学以及数学教学中非常重视数学的抽象公式以及高度抽象化的公理、定理、推论等。这些固然非常重要,但是我在数学的学习与教学中始终觉得我们不管是学习数学还是教数学时常常合理而又适时地运用一些比较形象化以及具有一定的实际背景的模型来适时打比方、举例子。 First, to give mathematical problems specific life background As we all know, mathematics is an abstract but highly logical logic. Then we attach great importance to mathematical abstract formulas and highly abstract axioms, theorems and inferences in learning math and mathematics teaching. These are very important, but I always think that in the study and teaching of mathematics, we often make reasonable and timely use of some models that are more visualized and have a certain practical background to timely and analogy whether we are learning mathematics or teaching mathematics. example.