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104年 - 104 淡江大學 轉學考 線性代數#53183
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2. Show that the vectors v
1
= (l,2,l) , v
2
=(2,9,0), and v
3
=(3,3,4) form a basis for R
3.
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沒有 【段考】高三物理下學期 權限,請先開通.
#194210
沒有 【段考】高三物理下學期 權限,請先開通.
#194211
沒有 【段考】高三物理下學期 權限,請先開通.
#194212
【已刪除】1. Find the a unit vector (單位向量)that is oppositively directed (相反方向)to the vector
#194213
【已刪除】3. Show that the matrix A = - sin 6 cosO 0 is invertible for all value of θ.
#194215
4.Ais a 4x4 matrix and its determinat is det( A) = -2, find det(-A), det(A-1), det(2AT), det(A3),and det((3A) -1)
#194216
【已刪除】5. Solve by Gauss- Jordan elimination.
#194217
【已刪除】6. Find the rank and nullity of the matrix A=
#194218
【已刪除】7. Find the eigenvalues of the upper triangular matrix
#194219
【已刪除】8.Find bases for the eigenspaces of the matrix
#194220