已知直线l1:(m+2)x-(m-2)y+2=0,直线l2:3x+my-1=0,且l1⊥l2,则m等于(  ) A.-1 B.6或-1 C.-6 D.-6或1

问题描述:

已知直线l1:(m+2)x-(m-2)y+2=0,直线l2:3x+my-1=0,且l1⊥l2,则m等于(  )
A. -1
B. 6或-1
C. -6
D. -6或1

由题意知,l1⊥l2,则3(m+2)+[-(m-2)]×m=0;
解得,m=6或-1.
故选B.