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轉學考-線性代數
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103年 - 103 淡江大學 轉學考 線性代數#55733
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題組內容
3. (20 pts) Let W be the solution space of the following system of linear equations.
(b) What is the dimension of W
⊥
(orthogonal complement of M,)? Justify your answer.
其他申論題
(a) Find the eigenvalues of A.
#210458
(b) Find an invertible matrix P such that P-lAP is diagonal.
#210459
(c) Use the result in (b) to compute A10.
#210460
(a) Find an orthonormal basis for IV.
#210461
【已刪除】 (a) Find the matrix representation of T relative to the standard basis for M2,2
#210463
(b) Determine if T is invertible.
#210464
【已刪除】5. (10 pts) Let T : be a linear transformation. If is a linearly dependent set in En, show that the set, is also linearly dependent.
#210465
【已刪除】6. (10 pts) Suppose matrices A and B have the same characteristic polynomialIs it true that A and B must be similar? Why?
#210466
沒有 【段考】高三物理上學期 權限，請先開通．
#210467
沒有 【段考】高三物理上學期 權限，請先開通．
#210468
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