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102年 - 102 淡江大學 轉學考 應用數學#53110
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題組內容
2. Find the solution of equation yfr-2yf + y = 0 by the following different methods.
(a) Successive integration [連續積分]of two first-order equations.
其他申論題
【已刪除】 (a)請分析以下程式片段的時間複雜度，（5%)
#193507
【已刪除】(b)請分析以下程式片段的時間複雜度，（5%)
#193508
(c)某演算法的時間複雜度爲0(n2)與Ω(n2)，分別代表何意？ (4%)
#193509
1. Solve the set of equations y~2y + z = 0 zf-y-2z = 0 Subject to the conditions jf(0) = 1 and z(0) = 0.
#193510
(b) Power series expansion.
#193512
【已刪除】(a) Φ(x,h) = (l-2xh +2ym = h 2 ) £=0 Find the functions P0(x) = ?，P1(x) = ?, P2(x ) = ? and P3(x ) = ?
#193513
【已刪除】(b) Φ(x,h)=eFind the functions J0(x) = ?，J1(x) = 7, J -1(x) = l and J2(x) = ?
#193514
(a) Sketch [描槍]the given functions g(x) on (-3，3).
#193515
(b) Expand g(x) in a sine-cosine Fourier series. [四項之和]
#193516
(c) Expand g(x) in a complex exponential Fourier series. [六項之和]
#193517
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