A 33 matrix can be denoted equally by their row or colemn vectors:- A33=123=(123)=(c1c2c3) A rigid transformation on homogencous coordinates in space can be described with the following matrix A=(R0t1)=1230f11==112131012223201323330f1f2f31 What is the simplest way to describe the product of this mafer x a 4 -ves V=(x1,x2,x3,)=(x,)? A 33 matrix can be denoted equally by their row or colemn vectors:- A33=123=(123)=(c1c2c3) A rigid transformation on homogencous coordinates in space can be described with the following matrix A=(R0t1)=1230f11==112131012223201323330f1f2f31 What is the simplest way to describe the product of this mafer x a 4 -ves V=(x1,x2,x3,)=(x,)