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众所周知,类比推理可以由已知对象A所具有的已知性质寻求发现与A可类比的对象B的某个与A相同或相似的性质.类比在数学的学习与研究中有广泛的应用,它为我们探究发现新的结论打开了一条通道、开启了一扇窗户.本文仅举出双曲线与椭圆相类比(椭圆与双曲线是可类比的两个对象)的一个实例,以飨读者.
It is well-known that analogical reasoning can be based on the known property of a known object A to seek to discover some property that is the same as or similar to A of the object B which can be analogous to A. Analogies have a wide range of applications in the study and study of mathematics Opened up a passageway for us to explore new findings and opened a window.This article cites only one example of a hyperbola analogous to an ellipse, two objects to which the oval and the hyperbolas are analogous.