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(a-1)-1
a
(ab)-1
b-1a-1
(at)-1
(a-1)t
(ka)-1
k-1a-1
(abc)-1
c-1b-1a-1
if a is symmetric, what is a-1
also symmetric
(at)t
a
(a+b)t
at + bt
(ka)t
k(at)
(ab)t
btat
when is a matrix symmetric
a=at
at*a
I
if at*a =I, what follows
a*at = I, so a-1=at
what must happen for a-1=at
at*a= I and a*at=I
rank AQ = rank A = rank PA. what are p and q
invertible square matrices
rank PAQ =
rank A
rank A = (transposes)
rank (A)t