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民法和行政程序法

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115年 - 115-2 證券商高級業務員：投資學#143183(50題)

115年 - 115-2 證券商高級業務員：證券交易相關法規與實務#143182(50題)

115年 - 115 公共工程品管人員(土建班)題庫 2551-2605（2026/08/03 更新）#143123(55題)

115年 - 115 公共工程品管人員(土建班)題庫 2501-2550（2026/08/03 更新）#143122(50題)

115年 - 115 公共工程品管人員(土建班)題庫 2451-2500（2026/08/03 更新）#143121(50題)

115年 - 115 公共工程品管人員(土建班)題庫 2401-2450（2026/08/03 更新）#143120(50題)

115年 - 115 公共工程品管人員(土建班)題庫 2351-2400（2026/08/03 更新）#143119(50題)

115年 - 115 公共工程品管人員(土建班)題庫 2301-2350（2026/08/03 更新）#143118(50題)

115年 - 115 公共工程品管人員(土建班)題庫 2251-2300（2026/08/03 更新）#143117(50題)

115年 - 115 公共工程品管人員(土建班)題庫 2201-2250（2026/08/03 更新）#143116(50題)

50.Which of the following statements about Dr. Sartorelli’s study is true? (A) The more coffee your drink, the less likely you are to have heart trouble. (B) As many as 70,000 Brazilian women joined the research project. (C) Drinking coffee at any time of the day will reduce the chance of diabetes. (D) Statistically, the benefits of lunchtime coffee do not apply to those who drink coffee with

49.According to the passage, which of the following statements is true? (A) When you eat dinner with coffee, chances are that you will reduce the risk of type 2 diabetes. (B) Dr. Sartorelli’s research lasts more than a decade. (C) About 14 % of the women in Dr. Sartorelli’s research are diagnosed with diabetes. (D) His research findings are published in the journal: Scientific American.

48.When is it NOT true that the lunchtime coffee helps reduce the risk of type 2 diabetes? (A) When people have caffeinated coffee without sugar. (B) When people have decaf without sugar. (C) When people have caffeinated coffee with sugar. (D) When people have decaf or caffeinated coffee with milk.

(a) The matrix of coefficients A and column matrix of constants B are $A = \begin{bmatrix} 1 & 3 & 1 \\ 2 & 5 & 1 \\ 1 & 2 & 3 \end{bmatrix}$ and $B = \begin{bmatrix} -2 \\ -5 \\ 6 \end{bmatrix}$ It is found that |A| = –3 ≠ 0. Thus Cramer’s rule can be applied. We get \(A_1 = \begin{bmatrix} -2 & 3 & 1 \\ -5 & 5 & 1 \\ 6 & 2 & 3 \end{bmatrix}\) \(A_2 = \begin{bmatrix} 1 & -2 & 1 \\ 2 & -5 & 1 \\ 1 & 6 & 3 \end{bmatrix}\) \(A_3 = \begin{bmatrix} 1 & 3 & -2 \\ 2 & 5 & -5 \\ 1 & 2 & 6 \end{bmatrix}\) giving \(|A_1| = -3, |A_2| = 6, |A_3| = -9\)  。Cramer’s rule now gives \(x_1 = \frac{|A_1|}{|A|} = \frac{-3}{-3} = 1, x_2 = \frac{|A_2|}{|A|} = \frac{6}{-3} = -2, x_3 = \frac{|A_3|}{|A|} = \frac{-9}{-3} = 3\)

4. Solution \( dy + \tan x y dx = 2 \sin x \cos x dx \) Integrate factor \( I(x) = e^{\int \tan x dx} = e^{-\ln \cos x} = \cos^{-1} x \) \( d(\cos^{-1} x y) = 2 \sin x dx \) \( \cos^{-1} x y = -2 \cos x + c_1 \)

3. Solution \( (x^2y')' + (2xy)' = 0 \) \( x^2y' + 2xy = c_1 \) \( y' = dy/dx \) \( x^2dy + ydx^2 = c_1dx \) \( dyx^2 = c_1dx \)

程式設計實習

講師：Sam

簡介：根據108課綱十二年國民基本教育技術型高級中等學校電機與電子群課程綱要所摘要「程式設計實習」的學習重點...

等差數列與級數

講師：林靖

簡介：1.認識數量關係與規律 2.數列與級數 3.等差數列 4.等差級數 5.綜合應用

線型函數

講師：林靖

簡介：1.認識函數,函數特性(對應關係),函數判別,2.函數值 3.函數圖形與線型函數 4.線型函數的生活應用

103-1國貿丙檢解題

描述：103年第一次國貿丙檢術科解題，僅供參考。

103-2國貿丙檢解題

描述：103年第二次國貿丙檢術科解題，僅供參考。

104-1國貿丙檢解題

描述：104年第一次國貿丙檢術科解題，僅供參考。

1. The contractor found a way to _____ the building regulations, exploiting a legal loophole that had gone unnoticed by municipal authorities for years. (A) benefit (B) circumvent (C) overrule (D) infringe

2. A series of unforeseen logistical failures _____ the relief operation, yet field coordinators managed to reroute essential supplies through an alternative network. (A) derailed (B) framed (C) howled (D) suspended

3. The union negotiators used the threat of a strike as _____, pressing management to address longstanding grievances over compensation and working conditions. (A) leverage (B) influence (C) incentive (D) coercion

5.重新實施地籍測量時，土地所有權人應於地政機關通知之限期內，自行設立界標，並到場指界。逾 期不設立界標或到場指界者，依土地法規定逕行施測之第一順序為何？ (A)地方習慣 (B)現使用人之指界 (C)鄰地界址 (D)參照舊地籍圖

6.無保管或使用機關之公有土地及因地籍整理而發現之公有土地，由該管直轄市或縣(市)地政機關 逕為登記，其所有權人欄應如何註明？ (A)公有 (B)國有 (C)鄉(鎮、市)有 (D)直轄市有、縣(市)有

7.地政機關所收登記費，應提存多少作為登記儲金，專備土地登記錯誤等損害賠償之用？ (A)百分之十 (B)百分之五 (C)千分之十 (D)千分之五