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最新試卷
114年 - 114 身心障礙學生升學大專校院甄試試題_大學組、四技二專組(美術類):素描#137215(1題)
114年 - 114 身心障礙學生升學大專校院甄試試題_四技二專組(電機與電子群電機類、電機與電子群資電類):基本電學、基本電學實習、 電子學、電子學實習#137214(40題)
114年 - 114 身心障礙學生升學大專校院甄試試題_大學組、四技二專組(美術類):國畫#137213(1題)
114年 - 114 身心障礙學生升學大專校院甄試試題_大學組、四技二專組(美術類):水彩#137212(1題)
114年 - 114 身心障礙學生升學大專校院甄試試題_四技二專組:數學(A)#137211(20題)
114年 - 114 身心障礙學生升學大專校院甄試試題_四技二專組:數學(B)#137210(20題)
114年 - 114 身心障礙學生升學大專校院甄試試題_大學組、四技二專組(美術類):素描#137209(1題)
114年 - 114 台灣中油股份有限公司_僱用人員甄試_儀電類:電工原理、電子概論#137176(60題)
114年 - 114 國營臺灣鐵路股份有限公司_從業人員甄試試題(12月)_第7階管理師_餐務:食品衛生與安全#137174(50題)
114年 - 114 國立臺灣藝術大學教育學程招生考試_綜合學科:數學#137131(11題)
最新試題
25. (4 points) Which of the following statements are correct? (A) If Q is orthogonal, then det(Q) = = +1. (B) Let A be a real n x n matrix. Then A is symmetric if and only if A is orthogonally equivalent to a real diagonal matrix. (C) Let A E Rixm be a matrix whose characteristic polynomial splits over R. Then A is orthogonally equivalent to a real upper triangular matrix. (D) Let T be a self-adjoint (Hermitian) operator on a finite-dimensional inner product space V. Then every eigenvalue of T is positive. (E) Let T be a self-adjoint (Hermitian) operator on a finite-dimensional inner product space V. Then every eigenvalue of T is negative.
24. (4 points) Let Wi and Wa be subspaces of a finite-dimensional vector space V. Let 6 denote the direct sum. Which of the following statements are correct? (A) Win Wa is a subspace of V. (B) WiUW2 is a subspace of V. (C) W1+W2 is a subspace of V. (D) If V = Wi @ Wa, and Bi and Be are bases for Wi and Wa, respectively, then Bi O Bz = 0, and B1 U Bz is a basis for V. (E) If Wi e Wa = V, then the dimension dim(V) = dim(Wi)+dim(Wz).
23. (4 points) Which of the following statements are NOT correct? (A) If S is linearly independent and generates V, each vector in V can be expressed uniquely as a linear combination of vectors in S. (B) Every vector space has at least two distinct subspaces. (C) No vector is its own additive inverse. (D) All vector spaces having a basis are fnitely generated. (E) Any two bases in a finite-dimensional vector space V have the same number of elements.
最新申論題
10. Let D be the region in zy-plane bounded by x2 = y, x2 = 3y, y2=x,y2=3x . Use the transformation to evaluate the double integral.
9. Use the method of Lagrange multiplier to find the shortest and longest distance from the origin to curve 9x2 + 16xy +21y2 = 125.
8. Let C be the curve of intersection of surfaces xy + yz +zx = -14 and x2+y2+z2=29.The tangent line of curve C at point (2,3, -4) is given by= z + 4. Findthe values of a, b.
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tina
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【站僕】摩檸Morning.
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課程學習1
講師:
【站僕】摩檸Morning.
簡介:
課程學習1課程學習1課程學習1課程學習1課程學習1 課程學習1課程學習1課程學習1課程學習1課程學習1 課程學...
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最新討論
36.下列何者是經口投予硫酸鎂的作用? (A)容積性(bulk)排便劑 (B)潤滑性(emollient)瀉藥 (C)高滲透壓性(hyperosmotic)瀉藥 (D)刺激性(irritant)瀉藥
1. Although red maple is less fire tolerant than blackgum, it is much more prolific , faster growing in high light and highly opportunistic in response to disturbances. (A) aggressive (B) beneficial (C) perilous (D) pessimistic (E) productive
20. This national park has been preserved in all its _____ wildness so that visitors in future years may see how people lived during the eighteenth century. (A) esoteric (B) hedonistic (C) lubricious (D) pristine (E) untrammeled
2、勞資爭議處理法。(1 分)
3、大量解僱勞工保護法。(1 分)
2、事業單位依大量解僱勞工保護法規定提出解僱計畫書之日起多少日內?(2 分)勞雇雙方應即本於何種精神進行協商?(2 分)