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10 questions
The set { (1,-2,6), (5,-10,30) } is
Linearly dependent
Linearly independent
Basis
None of the above
The subset { (1,-2), (2,9), (-4,3 } of R2 is
Linearly dependent
Linearly independent
Basis
None of the above
If A is 4 × 5 matrix and its rank is 2 then nullity of matrix A will be
2
5
3
1
Dimension of set of 3 × 3 matrices with real entries is
6
9
3
0
If W is subspace of vector space v then
dim W = dim V
dim w < dim V
dim w > dim V
dim w ≤ dim V
The dimension of subspace W = { (x,y,z) / x+y+z = 0 } of R3 is
1
3
2
0
If A is m × n matrix then which of the following is correct
Row rank (A) = Column rank (A)
Row rank (A) > Column rank (A)
Row rank (A) < Column rank (A)
None of the above
If A is m × n matrix then rank (A) + nullity (A) =
mn
m
m + n
n
Is the set { (4,5,3), (1,0,2), (0,0,0) } is basis of R3
Yes
No
Can not be determined
None of the above
The set {1, x, x2 } is
Linearly Independent
Linearly Dependent
Spans P2
1 and 3 both
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