Tell whether a matrix is full rank using a calculator

Hello all,

I would like to be able to tell if a (say 5*5) matrix is full rank by
using my graphic calculator.

My calculator does not have a built in function that computes the
rank. Is there another way to know whether a matrix is full rank? Say
by looking at the eigenvalues (my calculator will compute the
eigenvalues), or some other method....

I greatly appreciate your input

.

Relevant Pages

  • Re: Tell whether a matrix is full rank using a calculator
    ... I would like to be able to tell if a matrix is full rank by ... using my graphic calculator. ... eigenvalues), or some other method.... ... that the matrix should be considered singular ...
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  • Re: Tell whether a matrix is full rank using a calculator
    ... My calculator does not have a built in function that computes the ... Is there another way to know whether a matrix is full rank? ... eigenvalues), or some other method.... ... determinant of your matrix and see whether or not it is equal to 0. ...
    (sci.math)
  • Re: Tell whether a matrix is full rank using a calculator
    ... My calculator does not have a built in function that computes the ... Is there another way to know whether a matrix is full rank? ... So, if your calculator computes determinants, just compute the ... If it has more columns than lines, consider all square matrices obtained ...
    (sci.math)
  • Re: Tell whether a matrix is full rank using a calculator
    ... Is there another way to know whether a matrix is full rank? ... by looking at the eigenvalues (my calculator will compute the ... So, if your calculator computes determinants, just compute the ... Now what if the matrix is not square? ...
    (sci.math)
  • Re: Tell whether a matrix is full rank using a calculator
    ... My calculator does not have a built in function that computes the ... Is there another way to know whether a matrix is full rank? ... determinant of your matrix and see whether or not it is equal to 0. ... If it has more columns than lines, consider all square matrices obtained ...
    (sci.math)