SOLUTION: Given:
[2 6 ... [4 -6 ... [2 6
1 3] * -1 3] = 1 3]
Is [4 -6 an identity matrix?
...-1 3]
(I hope this is not confusing. It is read as (2 6 1 3) in a
Algebra.Com
Question 985695: Given:
[2 6 ... [4 -6 ... [2 6
1 3] * -1 3] = 1 3]
Is [4 -6 an identity matrix?
...-1 3]
(I hope this is not confusing. It is read as (2 6 1 3) in a 2x2 matrix times (4 -6 -1 3) in a 2x2 matrix)
Thank you.
Answer by ikleyn(52864) (Show Source): You can put this solution on YOUR website!
Your example is
x = ,
and your question is: Does it implies that the matrix is identical?
The answer is NO.
The matrix is not identical.
The operation of multiplication in matrices has different properties than multiplication in real or complex numbers.
In the real domain the equality a*b = b does imply a = 1 (if b is not zero).
In the matrix domain it is not so.
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