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轉學考-線性代數
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91年 - 91 淡江大學 轉學考 線性代數#56131
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題組內容
20% 5.(a) If T :P
2
(R) → P
3
(R) by T(f)(x) =
(2) Is T onto?(If yes, prove it. Otherwise, explain your answer)
其他申論題
(b) Find the coefficients of x = (2，1,3) in the orthonormal basis β.
#213254
(1) Suppose that i4 is an 8 x 8 matrix, A - I has nullity 2，(A - I)2 has nullity 4, (A- I)k has nullity 5 for ≥ 3, and (A + 2)j has nullity 3 for j ≥ 1.
#213255
【已刪除】(2) where S is a Jordan basis and J is a Jordan canonical form.
#213256
(1) Is T one-to-one?(If yes’ prove it. Otherwise, explain your answer)
#213257
(1) Is T one-to-one?(If yes, prove it. Otherwise, explain your answer)
#213259
(2) Is T onto?(If yes, prove it. Otherwise, explain your answer)
#213260
(A) iron____
#213261
(B) Mercury____
#213262
(C) Potassium____
#213263
(D) Sodium____
#213264
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