(xyz)[[a,h,g],[h,b,f],[g,f,c]][[y],[y],[z]]

The order of [[x,y,z]][[a,h,g],[h,b,f],[g,f,c]][[x],[y],[z]] is

Simplify: "[x y z]"xx[[a,h,g],[h,b,f],[g,f,c]]xx[[x],[y],[z]]

If A, B, C are three matrices such that A=[x,y,z], B= [[a,h,g], [h,b,f],[g,f,c]] and C=[[x],[y],[z]] verify that (AB)C=A(BC)

Evaluate the following : [[a,h,g],[h,b,f],[g,f,c]]

The matrix [[a,h,g],[h,b,f],[g,f,c]] is

[(x,y,z)][(a,h,g),(h,b,f),(g,f,c)][(x),(y),(z)]=

Simplify [(x,y,z)][(a,h,g),(h,b,f),(g,f,c)][(x),(y),(z)]

If A,B,C are matrices such that A=[x y z], B=[[a,h,g] , [h, b, f] , [g, f, c]] and C=[[x], [y], [z]] then find ABC

If A,B,C are matrices such that A=[x y z], B=[[a,h,g] , [h, b, f] , [g, f, c]] and C=[[x], [y], [z]] then find ABC