36. 依土地法規定，土地總登記，應由權利人按申報地價或土地他項權利價值，繳納登記費千分之多少？
(A)一
(B)二
(C)三
(D)五

36 依土地法規定，土地總登記，應由權利人按申報地價或土地他項權利價值，繳納登記費千分之多少？ (A)一 (B)二 (C)三 (D)五

47 依土地法規定，土地總登記，應由權利人按申報地價或土地他項權利價值，繳納登記費千分之多少？ (A)十 (B)二 (C)三 (D)一

37. 依土地法規定，地籍圖重測過程中，若土地所有權人不自設界標、到場指界者，則界址認定之先後依據為何？①鄰地界址 ②現使用人之指界 ③參照舊地籍圖 ④地方習慣 (A)①②③④ (B)②①③④(C)②③①④ (D)③①②④

38. 依土地法規定，下列那些情形，出租人可將出租之房屋收回？①承租人違反規定轉租他人者 ②承租人積欠租金額達二個月以上者 ③承租人以房屋供違反法令之使用者 ④承租人損壞出租人之房屋而不為相當賠償者 ⑤出租人收回自住者 (A)①③④ (B)①②③④(C)①③④⑤ (D)①②③④⑤

39. 依土地法規定，地籍測量之程序為何？①三角測量、三邊測量或精密導線測量 ②圖根測量 ③戶地測量 (A)①②③ (B)②①③ (C)②③① (D)③②①

40. 依平均地權條例規定，地價稅之累進起點地價，係為各該直轄市或縣(市)土地多少公畝之平均地價? (A)五 (B)七 (C)九 (D)十

1. When using the Gaussian elimination to solve a linear equation Ax = b, elementary row operations (or multiplication by elementary matrices) are applied to the augmented matrix [Ab]. Actually, there are many places in linear algebra where such a technique plays its role； e.g., the null space of A can be determined by setting b = 0. Which of the following cannot be determined by applying such a technique? (A) the range of A (B) the inverse of A (if it is nonsingular) (C) the QR factorization of A (D) the LU factorization of A (if it is square) (E) the determinant of A (if it is square).

2. Consider the system represented by the differential equation + kx = 0. Which of the following is true? (A) the system is critically damped when k = 1 (B) the system is underdamped when k = 1/2 (C) the system is overdamped when k = 0.3 (D) the damping ratio of the system is increased when increasing k (E) none of the above

3. Consider the differential equation + kx = cos(ω t) and its sinusoidal solution . Which of the following is true? (A) for a fixed b, the amplitude of is maximized when k = ω2 (B) for a fixed b, the maximal amplitude of is 1/b (C) for fixed b and k, the amplitude of always grows as ω increases (D) the period of is 2ω (E) the period of depends on b and k.

4. Consider the differential equation + x = cos(ωa t). Which of the following is true? (A) the general solution is sin(ω t) + C, C is a constant. (B) the particular (forced) solution is periodic with period ω (C) the solution is NOT bounded when t grows to infinity (D) If x( π/ ω) = 1, then the solution is (sin(ω t) +π) / (ω t) (E) none of the above

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