一、关于复数的积、商、幂的幅角六年制重点中学高中《代数》第二册216—217页上,用黑体字写出如下结论:“两个复数相乘,积的模等于各复数的模的积,积的幅角等于各复数的模的幅角的和”;“复数的n(n∈N)次幂的模等于这个复数的模的n欠幂,它的幅角等于这个复数幅角的n倍。”这里关于幅角的结论我们认为至少是 1. On the radians of complex numbers, quotients, and powers, six-year key middle school high school “Algebra” Volume Two on pages 216–217, the following conclusion is written in bold: “The two complex numbers are multiplied and the product of the modules is equal to The product of the modes of each complex number, the product of which is equal to the sum of the amplitudes of the modes of each complex number“; the modular of the power of n (n∈N) of a complex number is equal to the power of n of the modulus of the complex number, and its amplitude Is equal to n times the number of this complex angle.” Here’s the conclusion of the argument we think is at least