作业帮已知ab≠1,且满足2a²+2008a+3=0和3b²+2008b+2=0,则 A 3a-2b=0 B 2a-3b=0 C 3a+2b=0 D 2a+3b=0
来源：学生作业帮助网 编辑：作业帮 时间：2024/05/02 07:36:42
已知ab≠1,且满足2a²+2008a+3=0和3b²+2008b+2=0,则 A 3a-2b=0 B 2a-3b=0 C 3a+2b=0 D 2a+3b=0
已知ab≠1,且满足2a²+2008a+3=0和3b²+2008b+2=0,则 A 3a-2b=0 B 2a-3b=0 C 3a+2b=0 D 2a+3b=0
已知ab≠1,且满足2a²+2008a+3=0和3b²+2008b+2=0,则 A 3a-2b=0 B 2a-3b=0 C 3a+2b=0 D 2a+3b=0
答案为B.2a-3b=0