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一、转化思想的概念有些数学思想在解数学题时,其所给的条件往往不能直接应用,此时就需要将所给条件进行转化,这种数学思想就叫转化思想。转化思想通常包括未知向已知的转化、陌生向熟悉的转化、复杂向简单的转化、抽象向具体的转化、多元向一元的转化、高次向低次的转化、空间向平面的转化及数与形的转化等。二、转化思想的地位和作用转化思想在小学数学中已经存在,广泛应用于初中数学。它是解决初中数学问
First, the concept of transformation thinking Some mathematical ideas in solving mathematical problems, the conditions given to them often can not be directly applied, this time on the need to be given the conditions for conversion, this mathematical thinking is called transformation thinking. Transformation ideas usually include unknown to known transformation, unfamiliar to familiar transformation, complicated to simple transformation, abstract to concrete transformation, multivariate to unary transformation, high to low transformation, space to planar transformation and number And the transformation of the shape. Second, the status and role of conversion thinking Transformation of ideas in elementary mathematics already exists, widely used in junior high school mathematics. It is to solve junior high school mathematics question