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kristen blanco

kristen b.

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Which of the following describes the best goal of our economy as related to the AS / AD framework? A) $Y_E > Y_{FE}$ at the highest P.I. B) $Y_E < Y_{FE}$ at the lowest P.I. C) $Y_E = Y_{FE}$ at the highest P.I. D) $Y_E = Y_{FE}$ at the lowest P.I. E) $Y_E > Y_{FE}$ just above the lowest P.I.

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Find the area of the triangle. Round to the nearest hundredth. 14 10 16

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Solve the inequality for v. 4(3v+9) ? 9v+15 Simplify your answer as much as possible.

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During the depression of 1893 Jacob Coxey of Ohio led an "army" to Washington to: O demand the federal government begin the policy of "free silver" O demand the federal government provide cash for the unemployed O demand the federal government finance work for the unemployed

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Use part I of the Fundamental Theorem of Calculus to find the derivative of y= sqrt x^3 + 27 on the interval (-3, x)

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3of13 (2.1) where is the moles of initial charge feed of composition and Boilu V.y W is the moles of residual liquid at the end of distillation of Condenser composition. The batch distillation process is shown here Distillate schematically. In equation, Eqn 2.1y=yis the instantaneous -D.p Still On pot with the residual liquid composition x(=in the pot. The instantaneous vapor-liquid equilibrium (VLE relationship between vapor and liquid phases for the more volatile component A of a binary mixture is given as: 3x y= (2.2) 1+2x a. Using VLE relationship of Eqn.2.2, integrate Eqn 2.1 and show that the resulting equation upon integration may be written as: n W =In (2.3) W. V1-xx b. Now consider the differential batch distillation of 100 mol of a binary liquid mixture (feed that contains 30 mol% A and the balance is B. You terminate your differential batch distillation operation when the residue composition drops to 20 mol% of A in the Still pot. Determine the amount of total distillate collected and its average composition in mol fraction of A.

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- No errors found.

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Part II | The graph below shows a monopolistically competitive firm in the short run. Price and Cost ($) 60 50 40 30 20 10 0 100 200 300 400 500 600 700 800 900 Output 9. What is the firm's profit-maximizing price and quantity? 10. How much profit does that firm make at that price and quantity? d - P MR MC ATC

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2. Consider the vector valued function \overrightarrow{r}(t) = (sin(cos(t)), e^{3t}, 2). Compute the following: (a) \overrightarrow{r}'(t) (b) The velocity/tangent vector when t = 0 (c) The speed when t = 0

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b. "If the government increases its spending, crowding out will occur." Please explain and show graphically whether you agree with this statement or not using the Keynesian 3-graph model.

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