作者lai90043 (賴伯)
看板Grad-ProbAsk
標題[理工] [線性代數]
時間Tue Aug 2 23:55:22 2011
1.suppose the matrix A has eigenvalues 0,1,2 with eigenvectors
V0,V1,V2 , solve the following equation for X
(a)AX = V0
(b)AX = V1+V2
這題是要我求a.b是否成立嗎??
2 2
2.let T be a linear transformation for R to R that progects
any vector orthogonally onto the line L spanned by the
T
vector [4 3] .
find the eigenvalue and their corresponding eigenvertor
for T.
第二題要怎麼下手? T
line L spanned by the vector [4 3] .←這句怎麼翻比較好?
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◆ From: 220.142.178.27
→ a81288653:1.(a)x無解(b)x=v1+0.5v2 08/03 00:40
→ a81288653:2.第二題那一句可以翻做沿著向量(4,3)展延出的向量空間 08/03 00:42
→ lai90043:1.的解答怎麼出來的?? 08/03 01:25