- #1
Baharx
- 10
- 0
Matrix proof :(
1. Let A and B be two similar matrices.
characteristic in the space λ is an eigen value,
show that : sized V_λ^A = sized V_λ^B
2. Let A invertible matrix.
A ∈ ℝ nxn and invertible matrix ⇔ 0, A is not an eigen value.
3. Let A and B be two similar matrices.
Nullity (A) = Nullity (B)
thank you. Please help.. :(
1. Let A and B be two similar matrices.
characteristic in the space λ is an eigen value,
show that : sized V_λ^A = sized V_λ^B
2. Let A invertible matrix.
A ∈ ℝ nxn and invertible matrix ⇔ 0, A is not an eigen value.
3. Let A and B be two similar matrices.
Nullity (A) = Nullity (B)
thank you. Please help.. :(