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Activities Sales $ 49,600 Raw materials purchases 12,200 Direct labor used 12,400 Direct materials used 16,540 Overhead applied 13,672 Inventories Beginning Ending Raw materials $ 21,120 $ 15,100 Work in process 12,500 14,300 Finished goods 15,560 11,730 Schedule of Cost of Goods Manufactured Raw materials inventory Raw materials purchases Total manufacturing costs Total cost of work in process Cost of goods manufactured

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Which of the following interactions are NOT considered in the parent-child attachment process? Participation in a parent program Environmental risks & protective factors Interactional history Biological predisposition

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What was the Supreme Court's decision in Hamdi et al. v. Rumsfeld? The president has "a blank check" to deny civil liberties during wartime. Citizens who are detained as enemy combatants have a right to challenge their captivity. Those who are convicted of war crimes automatically revoke their citizenship rights. Those detained at Guantanamo Bay, Cuba must be released "with all deliberative speed." Hamdi could be held indefinitely, as long as the president certified the detention was necessary for national security.

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Find the equation of the tangent line to the graph of $xy + 5xy = 4056$ at $(-2, 4)$. (Remember to include "y=" in your answer) The equation of the tangent line is

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Identify the connective tissue structure indicated by the structure indicated by the arrow.

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1. Use an NPN transistor (2N3904), a 5V relay (provided by the TA, from the parts counter), an LED, and the resistors indicated to build the following circuit for low side BJT switching. Be careful not to force the relay into the breadboard, or else the pins may bend or break. Look up the datasheet of the relay to find the pinout. 5V 5V $V_{rel}$ $V_{in}$ 150ohms 1.8kohms LED

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Texts: (2 points) For vectors vec(u)=[[5],[2]] and vec(v)=[[15],[-10]], the inner product of vec(u) and vec(v) is A. 55 B. 65 C. 75 D. 85 (5 points) List the following vectors from greatest to least in terms of their magnitude. A. [[1],[3],[-2]] B. [[0],[4],[2],[1]] C. [[2],[5]] D. [[1],[0],[-2],[0],[1]] E. [[0],[0],[0]] (6 points) Consider the following set of vectors, vec(u)_(1)=[[3],[-3],[0]], vec(u)_(2)=[[2],[2],[-1]], and vec(u)_(3)=[[1],[1],[4]] First, verify that the given set is an orthogonal basis for R^(3). Then for vec(y)=[[5],[-3],[1]], find c_(1), c_(2), and c_(3) such that vec(y) = c_(1)vec(u)_(1) + c_(2)vec(u)_(2) + c_(3)vec(u)_(3). Consider the matrix A=[[1,0,-3,2],[0,1,-5,4],[3,-2,1,-2]]. (a) (4 points) Find a basis for ColA. (b) (4 points) Find a basis for NullA. 1. (2 points) For vectors u = and v = [[15]], the inner product of u and v is 10. A. 55 B. 65 C. 75 D. 85 2. (5 points) List the following vectors from greatest to least in terms of their magnitude. A. [[1],[3],[-2]] B. [[0],[4],[2],[1]] C. [[2],[5]] D. [[1],[0],[-2],[0],[1]] E. [[0],[0],[0]] 3. (6 points) Consider the following set of vectors: vec(u)_(1) = [[3],[-3],[0]] vec(u)_(2) = [[2],[2],[-1]] vec(u)_(3) = [[1],[1],[4]] First, verify that the given set is an orthogonal basis for R^(3). Then for vec(y) = [[5],[-3],[1]], find c_(1), c_(2), and c_(3) such that vec(y) = c_(1)vec(u)_(1) + c_(2)vec(u)_(2) + c_(3)vec(u)_(3). 4. Consider the matrix A = [[1,0,-3,2],[0,1,-5,4],[3,-2,1,-2]]. (a) (4 points) Find a basis for ColA. (b) (4 points) Find a basis for NullA.

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determine the equationin slope intercept formof the linewith slope 2 passing through the point (-1,-6)

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In an attempt to save water, a federal law requires that showerheads cannot pump more than 2.5 gallons per minute. Which of the following statements is TRUE? I) This law is an example of command and control. II) This policy reduces water use at a lower cost than a tax on water. III) Economists would prefer to tax water consumption because this gives people the flexibility to reduce water consumption in their lowest-valued use. I) and II) only III) only I) and III) only I) only

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Find the third derivative of $f(x) = x \sin x$. $f'''(x) = 2 \cos x - x \sin x$ $f'''(x) = -2 \cos x + x \sin x$ $f'''(x) = - \cos x$ $f'''(x) = \cos x$

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jose c.