[理工] [線代]-是非題
1.there does not exist any system of linear equations with exactly 2
solution.
nxn nxn
2.Let W = {A屬於R : A is not invertible }. Then W is a subspace of R
under the operations of matrix addition and scalar multiplication defined
nxn
on R .
3.An nxn matrix is invertible if and only if its reduced row echelon form is
In.
(n為下標)
上面三題各是T.F.T
有人能幫我解釋一下嗎? 這三題不太懂為什麼...
謝謝!!
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◆ From: 122.126.121.155
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01/09 23:38, , 1F
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1 2 0 1 1 3
請問像是 A = { } B = { } , A+B = { } 為什麼A+B不屬於W呢?
3 4 0 1 2 4
這裡的w是指 個別的A和B嗎@@?
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※ 編輯: cccoco 來自: 122.126.120.138 (01/10 12:51)
※ 編輯: cccoco 來自: 122.126.120.138 (01/10 12:55)
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