Question: Decide whether each map is an isomorphism (if it is an isomorphism then prove it and if it isn't then state a condition that it

Decide whether each map is an isomorphism (if it is an isomorphism then prove it and if it isn't then state a condition that it fails to satisfy).
(a) f: M2×2 †’ R given by
Decide whether each map is an isomorphism (if it is

(b) f: M2×2 †’ R4 given by

Decide whether each map is an isomorphism (if it is

(c) f: M2×2 †’ P3 given by

Decide whether each map is an isomorphism (if it is

(d) f: M2×2 †’ P3 given by

Decide whether each map is an isomorphism (if it is

(e )be c d (2)e abcd a b+c a b Cl a b

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a No this map is not onetoone In particular the matrix of all zeroes is mapped to the same image as ... View full answer

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