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Upper-triangular with respect to an orthonormal basis
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f23 math 307 quiz 09 problem 02
We prove that if an operator has an upper-triangular matrix with respect to some basis, then it has an upper-triangular matrix with respect to an orthonormal basis as well.
We prove that if an operator has an upper-triangular matrix with respect to some basis, then it has an upper-triangular matrix with respect to an orthonormal basis as well.
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![Transform `[(1,-1,2) ,(2,1,3),(3,2,4)]`](https://i.ytimg.com/vi/w_Bksez2Df4/hqdefault.jpg)
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