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数学建模作为高中数学解题的重要思想方法,能培养同学们的想象力与观察力,增强同学们对数学解题思路的直觉与灵感,培养创新精神,提高运用数学建模解决实际问题的能力。本文列举实例谈谈如何用建模思想在解高中函数题。一、数学建模的方法与步骤运用数学建模要遵循一定的方法、步骤,才能保证建模的速度和质量。一般情况下,数学建模包括如下六个方面:一是对问题进行分析。由于实际问题是复杂多样的,在建模时就要了解问题的背景,明确建模的
Mathematical modeling, as an important thought and method of high school mathematics problem solving, can train students ’imagination and observation ability, enhance students’ intuition and inspiration to mathematics problem-solving ideas, cultivate innovative spirit, and improve the use of mathematical modeling to solve practical problems ability. This article lists examples to talk about how to use modeling ideas to solve high school functional problems. First, the mathematical modeling methods and steps Mathematical modeling to follow certain methods and steps in order to ensure the speed and quality of modeling. In general, mathematical modeling includes the following six aspects: First, the problem is analyzed. Due to the complexity and variety of practical problems, it is necessary to understand the background of the problem when modeling and to clearly define the