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轉學考-線性代數
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102年 - 102 淡江大學 轉學考 線性代數#53093
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題組內容
3. Let T ： R
4
→ R
3
be defined by T
(c) Find Nullity{T).
其他申論題
【已刪除】(b)
#193224
【已刪除】(c)
#193225
(a) Prove that T is a linear transformation.
#193226
(b) Find bases for ker J1 and imT , respectively.
#193227
【已刪除】 4. LetA= (20%)Find |A| , adjA,A-l and adj(adjA).
#193229
5. Prove that |AB| = |A||B| for any nxn matrices A and B. (20 %)
#193230
(a) Calculate P(A\B).
#193241
(b) Are A and B independent events?
#193242
(a) Determine the joint and marginal probability distributions of U and V.
#193243
(b) Find out whether U and V are dependent or independent.
#193244
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