Math 262
Problem set 7, due Wednesday, March 4
Do the following problems:
- Prove the Cayley-Hamilton theorem for upper triangular matrices:
if A is upper triangular with characteristic polynomial f(x), then
f(A)=0.
- Section 6.5: 1(b), 2, 4 (extra credit)
Questions or comments? Email me at John.H.Palmieri.2@nd.edu.
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home page.
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John H. Palmieri, Department of Mathematics, University of
Notre Dame, John.H.Palmieri.2@nd.edu