Final answer:
The closest point to 'P' in the subspace spanned by 'V1' and 'V2' can be found using orthogonal projection. linear combinations of the two vectors. To find the closest point to point P in this subspace, we can use the concept of orthogonal projection. The correct answer is D) Orthogonal projection.
Step-by-step explanation:
The subspace spanned by vectors V1 and V2 can be found by taking linear combinations of the two vectors. To find the closest point to point P in this subspace, we can use the concept of orthogonal projection. The correct answer is D) Orthogonal projection.
The closest point to 'P' in the subspace spanned by 'V1' and 'V2' can be found using orthogonal projection. linear combinations of the two vectors. To find the closest point to point P in this subspace, we can use the concept of orthogonal projection. The correct answer is D) Orthogonal projection.