科斯定理（Coase theorem）
科斯定理（Coase theorem）
李嘉图等价原理（Ricardian Equivalence Theorem）
李嘉图等价原理（Ricardian Equivalence Theorem）
解释概念：科斯定理（ Coase theorem）
解释概念：科斯定理（ Coase theorem）
7.Let [img=199x61]1802dde9690822d.png[/img] .Does [img=62x33]1802dde9710faf4.png[/img]exists ? A: (A) Yes, since [img=196x27]1802dde97ac0dbf.png[/img] for any [img=46x20]1802dde9831551a.png[/img], by pinching theorem, [img=62x33]1802dde98b6a13d.png[/img] exists. B: (B) Yes, since [img=180x27]1802dde995267d8.png[/img] for any [img=46x20]1802dde9831551a.png[/img], by pinching theorem, [img=62x33]1802dde98b6a13d.png[/img] exists. C: (C) No, since there exists some [img=46x20]1802dde9831551a.png[/img] such that [img=196x27]1802dde9b73b240.png[/img] and some [img=46x20]1802dde9831551a.png[/img] such that [img=196x27]1802dde97ac0dbf.png[/img], we can't apply pinching theorem. D: (D) None of above explanation is correct.
7.Let [img=199x61]1802dde9690822d.png[/img] .Does [img=62x33]1802dde9710faf4.png[/img]exists ? A: (A) Yes, since [img=196x27]1802dde97ac0dbf.png[/img] for any [img=46x20]1802dde9831551a.png[/img], by pinching theorem, [img=62x33]1802dde98b6a13d.png[/img] exists. B: (B) Yes, since [img=180x27]1802dde995267d8.png[/img] for any [img=46x20]1802dde9831551a.png[/img], by pinching theorem, [img=62x33]1802dde98b6a13d.png[/img] exists. C: (C) No, since there exists some [img=46x20]1802dde9831551a.png[/img] such that [img=196x27]1802dde9b73b240.png[/img] and some [img=46x20]1802dde9831551a.png[/img] such that [img=196x27]1802dde97ac0dbf.png[/img], we can't apply pinching theorem. D: (D) None of above explanation is correct.
"The complement of a product of variables is equal to the sum of the complements of each variable " is a statement of DeMorgen's theorem
"The complement of a product of variables is equal to the sum of the complements of each variable " is a statement of DeMorgen's theorem
Shannon's theorem describes the relationship between "bandwidth" and "rate" from a quantitative point of view. In the formula of Shannon's theorem, the parameters related to the maximum transmission rate of the channel mainly includes channel bandwidth and ()? A: Frequency characteristics B: Signal-to-Noise Ratio C: Phase Characteristics D: Noise Power
Shannon's theorem describes the relationship between "bandwidth" and "rate" from a quantitative point of view. In the formula of Shannon's theorem, the parameters related to the maximum transmission rate of the channel mainly includes channel bandwidth and ()? A: Frequency characteristics B: Signal-to-Noise Ratio C: Phase Characteristics D: Noise Power
Empirical observations on actual North-South trade patterns tend to? support the validity of the Leontief Paradox.|support the validity of the neo-imperialism exploitation theory.|support the validity of the Heckscher-Ohlin model.|support the validity of the wage equalization theorem.
Empirical observations on actual North-South trade patterns tend to? support the validity of the Leontief Paradox.|support the validity of the neo-imperialism exploitation theory.|support the validity of the Heckscher-Ohlin model.|support the validity of the wage equalization theorem.
The person who finally proved Fermat's Last Theorem is ______. A: Simon Singh B: Andrew Wiles C: Pierre de Fermat D: a French woman scientist
The person who finally proved Fermat's Last Theorem is ______. A: Simon Singh B: Andrew Wiles C: Pierre de Fermat D: a French woman scientist
利用 Mean Value Theorem 求 \(lim_{x\rightarrow 0+}\frac{2^{x}-2^{sinx}}{x-sinx}\) 的解 （Mean Value Theorem을 이용하여 \(lim_{x\rightarrow 0+}\frac{2^{x}-2^{sinx}}{x-sinx}\)의 값을 구하여라）. A: \(ln\, 2\) B: \(2ln\, 2\) C: \(e^{x}\) D: \(e^{2x}\) E: \(2e\)
利用 Mean Value Theorem 求 \(lim_{x\rightarrow 0+}\frac{2^{x}-2^{sinx}}{x-sinx}\) 的解 （Mean Value Theorem을 이용하여 \(lim_{x\rightarrow 0+}\frac{2^{x}-2^{sinx}}{x-sinx}\)의 값을 구하여라）. A: \(ln\, 2\) B: \(2ln\, 2\) C: \(e^{x}\) D: \(e^{2x}\) E: \(2e\)
The _____ tells us that the expected return on a risky asset depends only on that asset's nondiversifiable risk A: efficient markets hypothesis B: systematic risk principle C: open markets theorem D: law of one price
The _____ tells us that the expected return on a risky asset depends only on that asset's nondiversifiable risk A: efficient markets hypothesis B: systematic risk principle C: open markets theorem D: law of one price