以下代码的输出结果是什么?
t = (1, 2, 3)
t = t + (4, )
print(t)
A. (1, 2, 3, 4)
B. Error
C. (1, 2, 3)
D. None
以下代码的输出结果是什么?
t = (1, 2, 3)
t = t + (4, )
print(t)
A. (1, 2, 3, 4)
B. Error
C. (1, 2, 3)
D. None
与向量(1,2,3)^T,(3,4,5)^T都正交的向量是()(1,2,3)^T,(3,4,5)^T(1,2,3)^T,(3,4,5)^T(1,2,3)^T,(
[单选题]执行以下代码,输出结果是()A.8B.6C.7D.true
[单选题]以下程序运行后,输出结果是( )。F.orj=1 T0 3PrintTab(3*j);2*(j-1)*2*(j-1)NextjPrintA.B.C.D.
(2)已知beta=(1,-4,a)^T可由α_(1)=(1,2,3)^T,α_(2)=(2,1,0)^T,α_(3)=(4,-1,-6)^T线性表示,则a=_
(2)已知 beta =((1,-4,a))^T 可由 _(1)=((1,2,3))^T _(2)=((2,1,0))^T _(3)=((4,-1,-6))^T
在曲线=(t)_(2), =-(t)^2, =3(t)^2+1上的点=(t)_(2), =-(t)^2, =3(t)^2+1处的切向量()A =(t)_(2),
[单选题]以下程序的输出结果是 ( ) enum weekday {sun=7,mon=1,tue,wed,thu,fri,sat}; main( ) { enum weekday workday,week_end; int i,a [8]; workday=tue; week end=sun; pritnf("/ntuesday=%d sunday=%d", wotkday, week_end); workday=sun+tue; week_end=(enum weekday)3; printf (
(2)已知向量组 _(1)=((1,-1,0,5))^T, _(2)=((2,0,1,4))^T, _(3)=((3,1,2,3))^T _(4)=(4,2,3
[单选题]若使向量组α1=(6,t,7)T,α2=(4,2,2)T,α3=(4,1,0)T线性相关,则t等于( )。A.-5B.5C.-2D.2
[单选题]若使向量组α1=(6,t,7)T,α2=(4,2,2)T,α3=(4,1,0)T线性相关,则t等于( )。A.-5B.5C.-2D.2