[题目]把向量组 (alpha )_(1)=(1,0,-1,1) , (alpha )_(2)=(1,-1,0,1),-|||-(alpha )_(3)=(-1
题分)用施密特正交化方法将下列向量组标准正交化alpha_(1)=(1,0,-1,1)^T,alpha_(2)=(1,-1,0,1)^T,alpha_(3)=(
下列向量中与=(1,1,-1)正交的向量是( )A. =(1,1,1)B. =(-1,1,1)C. =(1,-1,1)D. =(0,1,1)
[单选题]设向量组A:α1=(1,-1,0),α2=(2,1,t),α3=(0,1,1)线性相关,则t等于()。A . 1B . 2C . 3D . 0
(1) (2024, 数农) 设向量α_(1)=(1,0,1)^T,α_(2)=(-a,1,1)^T,α_(3)=(1,-a,1)^T,α_(4)=(1,1,-
向量(1,2,1)和向量(1,0,c)夹角为(pi)/(3),则c=( )A. $2+\sqrt{3}$B. $2\pm\sqrt{3}$C. $2-\sqrt
0 (1) -1 (1) 3-|||-已知向量组A:α1= 1 _(2)= 1 及向量组B:β1= 0 β2= 2 β3= 2-|||-1) 0 1 1 J -
设向量(alpha )_(1)=((1,1,-1))^T (alpha )_(2)=((0,2,1))^T,(alpha )_(1)=((1,1,-1))^T
已知向量组0 1-|||-A:α1= 1 ,α2= 1-|||-1 0;0 1-|||-A:α1= 1 ,α2= 1-|||-1 0,证明向量组0 1-|||-
[单选题]设有向量组α1=(1,-1,1,0),α2=(1,2,-1,0),α3=(0,1,1,1),α4=(2,2,1,1),则以下命题正确的是( ).A.