Let be A, B, C,x. 5x5 matrixes such that A, B and C can be inverted such that AXB" – 151, = c-1 According to that, an equivalent equation to the previous shown is. O a) X = (C-1+1515)A¯'(B")-1 Ob) X = A-(C-1 + 151;)(B")-1 Oc) X = (B")-'(C-+1515)A¬! O d) X = A-(B")"(C-1+15I5)

Calculus: Early Transcendentals
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Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
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Let be A, B, C,X. 5x5 matrixes such that A, B and C can be inverted such that
AXB" – 151, = C-1
According to that , an equivalent equation to the previous shown is.
O a) X = (C-1+ 15I5)A¯'(B")-1
Ob) X = A(C1+ 151;)(B")-1
Oc) X = (B")-'(C-1+151;)A¬1
O d) X = A-(B")-(C-1+151;)
%3D
Transcribed Image Text:Let be A, B, C,X. 5x5 matrixes such that A, B and C can be inverted such that AXB" – 151, = C-1 According to that , an equivalent equation to the previous shown is. O a) X = (C-1+ 15I5)A¯'(B")-1 Ob) X = A(C1+ 151;)(B")-1 Oc) X = (B")-'(C-1+151;)A¬1 O d) X = A-(B")-(C-1+151;) %3D
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