已知向量a=(k,3),b=(1,4),c=(2,1),R(2a一3b)上c,则实数k=( )。A.-4.5 B.0 C.3 D.5.5

作者: tihaiku 人气: - 评论: 0
问题 已知向量a=(k,3),b=(1,4),c=(2,1),R(2a一3b)上c,则实数k=( )。
选项 A.-4.5 B.0 C.3 D.5.5
答案 C
解析 ∵2a一3b⊥c,∴(2a一3b)c=0,即2ac=3bc,即2(2k+3)=3(2+4),解得k=3。所以答案选择C。

相关内容:向量,实数,A.-4.5

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