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Asset (A) Asset (B) E(RA) = 10% E(RB) = 14% (σA) = 7% (σB) = 8% WA = 0.7 WB = 0.3 COVA,B = 0.0013 What is the expected return of a portfolio of two risky assets if the expected return E(Ri), standard deviation (σi), covariance (COVi,j), and asset weight (Wi) are as shown above? 6.4% 9.1% 10.2% 10.8% 11.2%

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Find the limit as x approaches infinity of the function f(x) = 2x2−3x+1/ x2+1 .

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In some languages, words differ when talking to someone older, or not a close friend, or when referring to maternal or paternal grandparents. This would demonstrate _____. pragmatics grammar overregularization code-focused teaching

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If you are going to manage your own building, which of the following need not be considered as operating expense? Management fee Loan payments Property tax Water and sewer expense

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Ten pounds-mass of Freon-22, used as a refrigeration medium, under pressure of 112 psia with a specific volume of 0.7 $ft^3$/lbm and internal energy of 122.93 Btu/lbm.

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The graph of $y = r(x)$ is given below. Answer each of the questions below the graph, using interval notation. Answer DNE if there is no interval. A) Where is $r(x)$ increasing? B) Where is $r(x)$ decreasing? C) Where is $r(x)$ constant? D) What is the domain of $r(x)$?

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Question 9 Gustatory signals travel through which brain structures prior to interpretation by the olfactory cortex? medulla oblgata and pons pons and pineal gland medulla oblongata and cerebellum basal nuclei and corpus callosum 6 pts

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Sam drives a delivery van. The equation C = 0.5 m + 60 models the relation between his weekly cost, C , in dollars and the number of miles, m , that he drives. Interpret the slope and C -intercept of the equation. Select the correct answer below: The slope, 60 , means that the weekly cost, C , increases by $ 60 when the number of miles driven, m , increases by 1 . The C -intercept means that when the number of miles driven is 0 , the weekly cost is $ 0.50 . The slope, 0.5 , means that the weekly cost, C , increases by $ 0.50 when the number of miles driven, m , increases by 1 . The C -intercept means that when the number of miles driven is 0.50 , the weekly cost is $ 60 . The slope, 0.5 , means that the weekly cost, C , increases by $ 0.50 when the number of miles driven, m , increases by 1 . The C -intercept means that when the number of miles driven is 0 , the weekly cost is $ 60 . The slope, 60 , means that the weekly cost, C , increases by $ 60 when the number of miles driven, m , increases by 1 . The C -intercept means that when the number of miles driven is 60 , the weekly cost is $ 0.50 . FEED

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For the limit $\lim_{x \to 2} (x^3 - 2x + 2) = 6$, illustrate this definition by finding the largest possible values of $\delta$ that correspond to $\epsilon = 0.2$ and $\epsilon = 0.1$. (Round your answers to four decimal places.) $\epsilon = 0.2$ $\delta =$ $\epsilon = 0.1$ $\delta = $

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Question For k(x)=(-x)(-3x^(2)-x-3)(x), find the derivative of k(x) using the product rule. Select the correct answer below: (-1)(-6x-1)(x)+(-x)(-3x^(2)-x-3)(1) (-1)(-6x-1)(1) (-x)(-1)+(-3x^(2)-x-3)(-6x-1)+(x)(1) (-1)(-3x^(2)-x-3)(x)+(-x)(-6x-1)(x)+(-x)(-3x^(2)-x-3)(1) Question For k=--32-x-3.find the derivative of kusing the product rule Select the correct answer below O-1-6x-1x+-x-3x2-x-31 -1-6x-11 O-x-1+-3x2-x-3-6x-1+1 -x--x-+xI-xg-x-+x2xIO FEEDBACK MORE

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sherri b.