Which of the following is/are true? DAn orthogonal basis is always an orthonormal basis. ]Every vector in a space is orthogonal to the zero vector of that space. Every orthonormal basis is the...

Extracted text: Which of the following is/are true? DAn orthogonal basis is always an orthonormal basis. ]Every vector in a space is orthogonal to the zero vector of that space. Every orthonormal basis is the standard basis. ]Every vector of an orthonormal basis is a unit vector. Submit You have used 0 of 1 attempt Save


Extracted text: The Gram-Schmidt Orthonormalization Process orthogonalizes vectors by subtracting Projection(s) of a vector from itself. The x-component of the vector from itself. The y-component of the vector from itself. Square roots of the components of the vector from itself. Submit You have used 0 of 1 attempt Save