Need help fixing the function so that it returns the correct answer for the following matrix. It currently encounters an error since the second column is all zeros

A $=[[30428]$;$[10-2510]$;$[30-158]]$;

Current function

function B $=$ myRowReduceNaive$($A$)$

$\%$ myRowReduce $-$ Reduces a matrix to reduced row echelon form, but only

$\%$ works on some matrices.

$\%$

$\%$ B $=$ myRowReduce$($A$)$ a matrix in reduced row echelon form row equivalent

$\%$ to matrix A

$\%$

$\%$ Inputs:

$\%$ A $-$ a matrix

$\%$

$\%$ Outputs:

$\%$ B $-$ a matrix that is row equivalent to A in reduced row echelon form

$\%$

$[$m$,$n$]=$ size$($A$)$;

currentRow $=1$;

B $=$ A;

for column $=1$:n

B $=$ myPivot$($B$,$currentRow,column$)$;

currentRow $=$ currentRow $+1$;

if currentRow $>$ m

break

end

end

end