Problem 5 :Let A, B ∈
(R). Prove that rank A + rank B ≤ n if and only if there exists an invertible matrix X ∈
(R) such that AXB =
.
Problem 5 :Let A, B ∈
(R). Prove that rank A + rank B ≤ n if and only if there exists an invertible matrix X ∈
(R) such that AXB =
.