问题
选择题
设向量a=(2,0),b=(1,1),则下列结论中正确的是( )
|
答案
∵
=(2,0),a
=(1,1),∴|b
|=2,|a
|=b
,故A不正确.2
•a
=(2,0)•(1,1)=2+0=2故B不正确.b
∵x1y2-x2y1≠0,∴C不正确.
(
-a
)•b
=b
•a
-b
2=2-2=0,故 (b
-a
)⊥b
,故D正确.b
故选 D.
设向量a=(2,0),b=(1,1),则下列结论中正确的是( )
|
∵
=(2,0),a
=(1,1),∴|b
|=2,|a
|=b
,故A不正确.2
•a
=(2,0)•(1,1)=2+0=2故B不正确.b
∵x1y2-x2y1≠0,∴C不正确.
(
-a
)•b
=b
•a
-b
2=2-2=0,故 (b
-a
)⊥b
,故D正确.b
故选 D.