Geometrical and algebraic multiplicities of the eigenvalues
Let Tx = Ax be the reflection about a plane V in R^3.
Determine all the eigenvalues and the corresponding eigenspaces.
Find out the geometrical and algebraic multiplicities of the eigenvalues?
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Gerry pays $X to buy a ten-year annuity with end-of-year payment of $1,000. She then replace her capital by means of a saving account that has a nominal rate 4% convertible quarterly.
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Determine all the eigenvalues and the corresponding eigenspaces. Find out the geometrical and algebraic multiplicities of the eigenvalues?
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