论文部分内容阅读
平面变换是联系基础数学与高等数学的重要纽带之一.本文结合近几年的高考数学试题,介绍平面变换在解决数学问题时的优越性.2013年高考的大幕虽然已经落下,但从各级教研机构到各类学校教师对高考试题的赏析、研究却远未停止,“矩阵与变换”是高中数学选修课堂的重要内容之一,平面变换(主要包含旋转变换、伸缩变换、仿射变换等)及其矩阵是联系基础数学与高等数学的重要纽
Plane transformation is one of the important links between basic mathematics and advanced mathematics.This paper introduces the superiority of plane transformation in solving mathematics problems in the math test of college entrance examination in recent years.Although the curtain of college entrance examination in 2013 has dropped, Level teaching and research institutions to all kinds of school teachers Appreciation of the college entrance examination examinations, research is far from ending, “Matrix and Transform ” is one of the important content of high school math elective class, plane transformation (mainly includes rotation transformation, scaling transformation, imitation Transform, etc.) and their matrices are important newcomers to basic mathematics and higher mathematics