- #1
Instinctlol
- 79
- 0
I am a little bit confused about these 2.
A vector equation goes like this: x1v1+x2v2+...+xnvn=b
and Matrix equation goes like this:
Ax= [v1 v2 .. vn][x1
x2
.
.
.
xn]
v is a vector in the vector equation, but in the matrix equation x becomes the vector and v is just the matrix.
My question is, why does it get switched like this?
A vector equation goes like this: x1v1+x2v2+...+xnvn=b
and Matrix equation goes like this:
Ax= [v1 v2 .. vn][x1
x2
.
.
.
xn]
v is a vector in the vector equation, but in the matrix equation x becomes the vector and v is just the matrix.
My question is, why does it get switched like this?