Apply the Gram-Schmidt process to convert the group of 3 vectors (x,y,z) into an orthogonal group (u,v,w) without normalizing to unit vectors. The output is a matrix with columns (u,v,w).

 Gram-Schmidt process 

When using the R package  'exams'  to write mathematics questions in 'Sweave' files, the output of a lot of R functions need to be adjusted for display in mathematical formulas. Specifically, the functions were accumulated when writing questions for the  topics of the mathematics courses College Algebra, Precalculus, Calculus, Differential Equations, Introduction to Probability, and Linear Algebra.  The output of the developed functions can be used in 'Sweave' files.

Qingwen Hu

Tex4exams

Generating 'Sweave' Code for 'R/exams' Questions in Mathematics

G3S function

<dl> <dt>x,y,z</dt>
<dd>a group of 3 vectors (x,y,z)</dd></dl>

Arguments

Apply the Gram-Schmidt process to orthogonize a group of 3 vectors — G3S

<dl>

 <dt>x,y,z</dt>
<dd>a group of 3 vectors (x,y,z)</dd>

</dl>

G3S: Apply the Gram-Schmidt process to orthogonize a group of 3 vectors

Description

Usage

Value

Arguments

Details

See Also

Examples