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• 4. (18%) A metal-semiconductor contact is formed on Si (electron affinity X = 4.05 eV) with aluminum
• 【題組】(b) What is the average waiting time using shortest-job-first scheduling?
• 2. A machine has 64-bit virtual addresses and 32-bit physical addresses. Pages are 32 KB. How manyen
• 4. (8%) Assume the system workload consists of repeated reads of 64KB block at random disk locations
• 【題組】16. 關於二詩的寫作手法，說明最恰當的是：(A)均描寫景物今昔的變化，以凸顯觀覽感傷(B)均運用典故，使意象更鮮明、情感更深刻(C)均藉由懷想人事、憑弔史跡，思考個人定位(D)均透過刻畫景物
• 3. Consider the two-dimensional array a:double a[] [] = new double[250] [250] ；where each double occ
• 7. (a) Please state the quick sort algorithm in detail.
• (b) Please derive the time complexity of quick sort by the method of recurrence relation for theinpu
• 8. Let T = (V,E) be a complete m-ary tree of height h. This tree is called a full m-ary tree if all
• [題組一/滅火器題組]:(學考考點) 【題組】Q. 化學滅火器適用哪類火災(複選)(A)A 類,(B)B 類 ,(C)C 類 ,(D)D 類
• 17-20 為題組 閱讀下文，回答 17-20 題。        陶醉於田園的陶潛，是否曾為他決定隱居後悔過？是否有時候也想過另外一種生活？清代以降的批評家已開始質疑陶潛作為一個隱士的「單純性」—詩
• 2. 設 A(5,0,12) 、 B(−5,0,12)  為坐標空間中兩點，且 P 為 xy 平面上滿足  =13的點。試問點 P 的坐標為下列哪一個選項？(A) (0,0,24) (B) (5,0,
• 【題組】(b) the third container has an even number of balls in it?
• 2. If a, b ∈ Z⁺, and both are odd, prove that 2|(a2 + b2) but 4 (a2 + b2).
• 3. Let |A| =7.【題組】(a) How many closed binary operations functions f: A X A - A are there?
• 【題組】(b) How many of these closed binary operations are commutative?
• 4. An auditorium has a seating capacity of 900. How many seats must be occupied to guaranteethat at
• 5. In how many ways can 3600 identical envelopes be divided, in package of 25, among fivestudent gro
• 6. Find the generating function for the number of partitions of the nonnegative integer n into summa
• 【題組】(b) each summand must be even.
• 34 有關運算放大器的應用，下列電路何者使用負回授電路？(A)比較器 (B)史密特觸發電路（Schmitt trigger） (C)無穩態電路（Astable） (D)電壓隨耦器 s
• 7. If ,n ≥ 0, is the unique solution of the recurrence relation = 0, and a2 =156/77, = 1628/6336,
• 35 某電路之轉移函數： ，當角頻率為 10 rad/sec 時，相角為何？ (A)-90° (B)-45° (C)45° (D)90°
• 3. 若第 1 天獲得 1 元、第 2 天獲得 2 元、第 3 天獲得 4 元、第 4 天獲得 8 元、依此每天所獲得的錢為前一天的兩倍，如此進行到第 30 天，試問這 30 天所獲得的錢之總數最接近
• 38 令 X 代表每位高中生平均每天研讀數學的時間（以小時計），則 W = 7(24 - X ) 代表每位高中生平均每周花在研讀數學以外的時間。令 Y 代表每位高中生數學學科能力測驗的成績。X，Y 之