题目内容
已知复数
A.4
B.6
C.2
D.3
【答案】分析:利用复数的除法法则,把分子、分母分别乘以分母的共轭复数即可得到.
解答:解:∵
=
=
=
,
∴它的实部和虚部的和=
=2.
故选C.
点评:熟练掌握复数的运算法则和共轭复数及复数的有关概念是解题的关键.
解答:解:∵




∴它的实部和虚部的和=

故选C.
点评:熟练掌握复数的运算法则和共轭复数及复数的有关概念是解题的关键.

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已知复数