If `A=[ x y z],B=[(a,h,g),(h,b,f),(g ,f,c)],C=[alpha beta gamma]^T` then `ABC` is

|(a,h,g),(h,b,f),(g,f,c)|=

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

I A=[x,y,z], B=[(a,h,g),(h,b,f),(g,f,c)] and C=[x,y,z]^T, then ABC is (A) not defined (B) a 1xx1 matrix (C) a 3xx3 matrix (D) none of these

I A=[x,y,z], B=[(a,h,g),(h,b,f),(g,f,c)] and C=[x,y,z]^T, then ABC is (A) not defined (B) a 1xx1 matrix (C) a 3xx3 matrix (D) none of these

What is [x y z ] [{:(a,h,g),(h,b,f),(g,f,c):}] equal to ?

What is [x" "y" "z][{:(a,h,g),(h,b,f),(g,f,c):}] equal to ?

If A=[(x,y,z)],B=[(a,h,g),(h,b,f),(g,f,c)] and C=[(x),(y),(z)] Then ABC=O if

Find the value of : |(a,h,g),(h,b,f),(g,f,c)|

If A,B,C are three matrices such that A=[(x, y, z)], B= [(a, h, g),(h, b, f),(g, f, c)],C=[(x),(y),(z)] Find ABC.

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