Exact Fractions in Matrices

[Joe Horn]

(02-02-2019 11:21 PM)Eddie W. Shore Wrote:  I'm surprised that QPI does not make all the entries of a matrices in exact fraction form.

It does, but it also converts the matrix into a list of lists, because Home does not support symbolic matrices, only matrices of reals. So if you want a symbolic matrix, you'll either have to do it in CAS (or a CAS program), or convert the symbolic matrix into a form that Home can tolerate, such as a list of lists or a string. I personally like the QPI solution, even though its accuracy cannot be tuned as finely as the 'exact' function can.

Disclaimer: I *think* the above is correct, but I've almost entirely given up trying to learn how to use the HP Prime. Attempting to wrap one's brain around a constantly-moving target which is also a shape-shifter surrounded by an intermittent cloaking device is painful.