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研究所、轉學考(插大)-微積分
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112年 - 112 臺灣聯合大學系統(清華、陽交、中央三校聯招)學士班轉學生考試_A2商管組:微積分#117687
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3. Evaluate the integral
其他申論題
(三)請用上一小題的合理正交歸一基底,來表示出這組二位元相位偏移調變傳送訊號的向量模式,{s0, s1}。(4 分)
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(四)請 用 γ、θ、及 Q-函數來表示此通訊系統的錯誤機率Pe。這裡的 γ=Eb/N0 是每位元的訊雜比(signal-to-noise ratio, SNR),且對 M 符元 / 訊號源(M-ary signaling)而言, 。 (8 分)
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1. Find the limit.
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2. Find (x sin x).
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4. Evaluate the integral dydx.
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5. Consider the region bounded by the graphs of y = In x, y = 0, and x = e. Find the volume of the solid formed by revolving the region about the x-axis.
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6. Let y = (sin a)x, sin x > 0. Find
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7. Assume that constants a and b are positive. Find equations for all horizontal asymptotes for the graph of .
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8. We say that the two commodities are substitute commodities if a decrease in the demand for one results in an increase in the demand for the other. Con- versely, two commodities are referred to as complementary commodities if a decrease in the demand for one results in a decrease in the demand for the other as well. Suppose that the demand equations that relate the quantities demanded x and y to the unit prices p and q of the commodities A and B respectively are given by . Are A and B substitute, complementary or neither?
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(a) (4 分) Show that f is continuous at x = 0.
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