近年来,几何与实际密切联系的几何应用题在各地中考数学中不断创新,频频出现,值得关注．它不仅有助于考查学生的基础知识与基本技能,而且能有效地考查学生的学习活动过程与方法,用数学的意识与能力;其解题关键是:根据不同题型的特征,抓住问题的本质,运用相应的数学知识求解．现以2005年中考题为例归类解析,供参考． In recent years, geometric applications that are closely related to geometry have been continuously innovated in the mathematics of local examinations. It not only helps to examine students’ basic knowledge and basic skills, but also effectively examines students’ learning activities and methods, and uses mathematics awareness and ability. The key to solving problems is to seize the problem according to the characteristics of different types of questions. The essence of using the appropriate mathematical knowledge to solve. Now take the 2005 exam as an example to classify and analyze for reference.