Suppose we have a subspace expressed as the linear combination of two vectors (basis):
$S = x * (3, -3, 1) + y * (5, 1, 3)$
How can I find the equation for the subspace (in this case, a plane equation)?
Suppose we have a subspace expressed as the linear combination of two vectors (basis):
$S = x * (3, -3, 1) + y * (5, 1, 3)$
How can I find the equation for the subspace (in this case, a plane equation)?
Copyright © 2021 JogjaFile Inc.
Hint: All vectors in $S$ are perpendicular to the normal of the plane.