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《义务教育数学课程标准(2011年版)》指出,几何直观主要是指利用图形描述和分析问题.借助几何直观可以把复杂的数学问题变得简明、形象,有助于探索解决问题的思路,预测结果.几何直观可以帮助学生直观地理解数学,在整个数学学习过程中发挥着重要作用.一、几何直观概述几何直观是数形结合思想的重要体现.它用直观的图形表示抽象的数学语言,使抽象思维和形象思维相互结合,能充分展现数学问题的本质,突破数学理解上
“Compulsory Education Mathematics Curriculum Standard (2011 Edition)” pointed out that the geometric intuition mainly refers to the use of graphics to describe and analyze the problem with the help of geometric intuition can be complex mathematical problems become concise, the image helps to explore ideas to solve the problem, predict Results Geometry intuition can help students to understand mathematics intuitively and play an important role in the whole mathematics learning process.General intuition overview Geometry intuition is an important manifestation of the idea of the combination of numbers and shapes.It uses intuitive graphical representation of abstract mathematical language, So that abstract thinking and image thinking combined with each other, can fully demonstrate the nature of mathematical problems, breaking the mathematical understanding