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(续上期)前面是把几何图形中的均衡行为作为解题方法,如果再把代数中数的均衡行为作为解题方法,是否也能使某些代数问题变得容易一些呢?
(Continued in the previous issue) The first is to use the equilibrium behavior in geometry as a problem solving method. If we then use the equilibrium behavior of algebraic numbers as the solution method, can it make certain algebraic problems easier?