[理工] 線代
1.If a nonzero vector v is in the null space of a linear operator
T,then v is an eigenvector of T.
(T):eigenspace of T = nullspace of T-入I
這樣答案是錯吧??
2.Every square matrix has a complex eigenvalue.
(T):why??不可以只有real嗎?
2
3.If (t-4) divides the characteristic polynomial of A,then
4 is an eigenvalue if A with multiplicity 2.
(F):am(入=4)=2 這樣不是對嗎?? 怎是錯...
4.If A is an n*n matrix,then the sum of the multiplicities
of the eigenvalues of A equals n.
(F):是因為不一定等於n嗎?
5.The standard vectors are eigenvectors of a diagonal matrix.
(T):這要怎麼證??
6.http://imgur.com/3txOQ

我想請問一下 47 和 48的問法差異在??
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◆ From: 123.193.7.20
※ 編輯: KAINTS 來自: 123.193.7.20 (08/03 23:30)
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08/03 23:33, , 1F
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08/03 23:36, , 2F
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08/03 23:37, , 3F
08/03 23:37, 3F
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08/03 23:44, , 4F
08/03 23:44, 4F
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08/03 23:46, , 5F
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08/03 23:49, , 6F
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08/03 23:50, , 7F
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08/03 23:51, , 8F
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08/03 23:52, , 9F
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08/03 23:57, , 10F
08/03 23:57, 10F
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08/03 23:58, , 11F
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08/03 23:58, , 12F
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08/03 23:59, , 14F
08/03 23:59, 14F
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08/04 00:01, , 15F
08/04 00:01, 15F
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08/04 00:03, , 16F
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08/04 00:05, , 17F
08/04 00:05, 17F
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08/04 00:11, , 18F
08/04 00:11, 18F
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