Numerade

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Evaluate the following integral using integration by parts. $$ \int 12te^t dt $$ Use the integration by parts formula so that the new integral is simpler than the original one. Choose the correct answer below. A. $$12te^t + \int (12te^t) dt$$ B. $$12e^t + \int (12e^t) dt$$ C. $$12te^t - \int (12e^t) dt$$ D. $$12e^t - \int (12te^t) dt$$

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2) Aşağıdaki devrede Z₁ = 1.58471.56° Ω, Ζ₂ = 4.742-18.43° Ω, Ζ3 = 0.315271.56° Ω ve Z₄ = 10.7354-62.24° Ω olarak verilmiştir. Vs/Is empedansının R ve L değerlerini bulunuz. (Kaynak çalışma frekansı f=100 Hz olarak verilmiştir). (25) Z1 Z3 Ist +Vs=20 (V) Z2 Z4

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A movement along the supply curve for coffee would occur when

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Set up a triple integral for the volume of the solid. Do not evaluate the integral.\ the solid bounded by $z = \sqrt{36 - x^2 - y^2}$ and $z = 0$ $\int_{-6}^{6} \int_{-\sqrt{36 - x^2}}^{\sqrt{36 - x^2}} \int_{0}^{\sqrt{36 - x^2 - y^2}} dz \ dy \ dx$

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A 50.7 kg adult sits on a see saw at a distance of 0.477 m from the pivot point. How far must a child of mass 16.6 kg sit from the pivot point (on the opposite side) to perfectly balance the see saw? Report your answer with three significant digits.

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Year 0 1 2 3 4 Cash flows -$1,500 $400 $400 $400 $400 a. 0.26% b.2.74% c. 2.63% d. 2.42% e. 2.18% f. 3.11%

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4. Given P(5) = 0.4 P(10) = 0.3 P(15) = 0.2 P(20) = 0.1 a) What is the Mean? b) What is the Variance? c) What is P (X > 15)? d) What is P (X < 20)? 5. Given a Uniform Distribution with 4 possible values of X = {20, 40, 60, 80) a) What is P(X) for every 'X'? b) What is the Mean? c) What is the Variance? d) What is P (X = 80)?

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1. With regards to firm production, what is the difference between the long run and the short run? 2. When a firm produces at a certain level of output in the long run, is it efficient in the short run? Explain.

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QUESTION 19 Solve this exponential equation to the nearest hundredth: $2e^{4x} = 8$ 0.15 0.35 None of the above 0.52

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what is the estimated vital capacity for each member of the group if there are 5 people in the group

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kaylee c.