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andrea herrero

andrea h.

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Tulip Corp. Has 10,000 shares outstanding. Carla redeems 4,000 of her shares in a redemption which is treated as a sale of stock. Tulip pays Carla $350,000 for her stock. Prior to the redemption, Tulip had $600,000 in E&P. Calculate the reduction in Tulip's E&P.

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if you're over while grading the class is 60 and you need to make a 70 to pass what do you need to get on the final exam to pass

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Question (Neyman-Pearson lemma [5 marks]). Consider there is a singlevalued sample \( X \) from a distribution \[ f(\theta)=\frac{1}{\theta} e^{-x / \theta}, \] where \( \theta \) is unknown. Find a most powerful test for testing \[ \begin{array}{ll} H_{0}: & \theta=a ; \\ H_{1}: & \theta=b . \end{array} \] Without loss of generality, we assume that \( a<b \).

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According to the person in Rawls's "original position," the only possible justification for unequal distribution of resources and opportunities in a society would be: Oto make rewards proportional to what people morally deserve. Oto allocate rewards only to those who are most productive, in order to maximize utilitarian outcomes. to give people an incentive to be productive, but with the least amount of inequality that is absolutely necessary for this purpose. ) to maximize the general welfare, regardless of distributive justice.

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A 75 kg ball is secured on a frictionless incline (23º from horizontal) by a chain attached to the wall. The angle between the wall and the chain is 40º.

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$\lim_{x \to 1} \left( \frac{3x}{x - 1} - \frac{3}{\ln(x)} \right)$

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Find the Global max and min $f(x, y, z) = e^{xy^2}$ on the Domain $D \{(x, y, z) | 4x^2 + y^2 + 4z^2 = 12\}$

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Given a normal distribution with u= 100 and a= 10 complete parts, What is the probability that X <70 or X >110 ?

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Assume the capital account balance in Australia is approximately zero. The large current account deficit in Australia implies that: a) foreign countries invest more in Australia than Australia invests in them. b) private savings have been at historically high levels. c) foreign investors lack confidence in the strength of the Australian economy and the buying power of Australian consumers. d) there has been little or no foreign investment in Australia. e) exports are greater than imports.

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If the supply function for a product is given by $S(q) = 5 + 4q^2$ and the demand function is $D(q) = 65 - 8q$, find the following: a. The equilibrium price b. The equilibrium quantity c. The producer Surplus d. The consumer Surplus e. The derivatives show that as the quantity increases, the demand price will (increase/decrease)

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