| 单词 | complex conjugate |
| 释义 | complex conjugate Symbol Z. The quantity given by Z = x - iy, when the complex numberZ, is given by Z = x + iy. The polar form of Z is rcosθ - irsinθ. In the Argand diagram the complex conjugate of a complex number is a reflection of the complex number about the real axis. The sum and product of Z and Z satisfy Z + Z = 2x, ZZ = x2 + y2 |
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