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95年 - 95 淡江大學 轉學考 應用數學#55952
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2. Wrile down the mathematical expression of convolution associated with two given functions f(t) and g(t) and briefly explain how convolution can be employed in spectroscopy. (20 poinls)
其他申論題
(4) GDP gap
#212059
(5) Laffer curve
#212060
1 (a) Two Hermitian matrices A and B have the same eigenvalues. S now tlial A and B are related by a unitary similarity transformation. (10 points)
#212061
(b) Show that llie sum of the square of the matrix elements is mvarianl under orlhogonaJ similarity transformation. (10 points)
#212062
【已刪除】3. Evaluate and S is Ihe surface of I he hemisphere x2 + y2 + z2 = a2 with z≥0, (20 point)
#212064
【已刪除】4. Show that ihe Fourier series for the function y(x) = |x| in the range of -π ＜x＜n is and deduce the suiii of the infinile series ? (20 poinls)
#212065
【已刪除】5. Evaluate (20 poinls)
#212066
(1) Wliat is “Fluid”？ What is “fluici mechanics”？ (6 分）
#212067
(2)探討流體力學時 ＞ 基本上需利用哪五個定律(law)? (5分）
#212068
(3)說明Reynolds number之物理意義°並欽述Reynolds number大小與流場之關聯? (6分）
#212069
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