Question: The Hilbert matrix is a square nxn matrix: H(ij)^n = 1/(i+j-1) Give Matlab/Octave code to find H^n with entries H(ij)^n in terms of n. Then

The Hilbert matrix is a square nxn matrix: H(ij)^n = 1/(i+j-1)

Give Matlab/Octave code to find H^n with entries H(ij)^n in terms of n. Then consider the case n = 13(i.e set n = 13 in your code).

Thank You!

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