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What form of descent is practiced by most people in the US?

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A student gives a professor liqlow teaching evaluations after receiving aa lower grade than expected: Is this a hostile or relational aggression ? Explain

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Many Americans believe that drug use is a choice and that addicts should just use their willpower to get over their addictions. How do these false beliefs affect how we treat addicts in our society? How do they contribute to prolonging the opioid epidemic? What more should we be doing to help and support Americans struggling with opioid addiction? Help, please answer.

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I need help. I have attempted this problem 2 times now and have missed it both times. The teacher won't email me back either! I thought for the Taxable wages, you take the total annual wages and divide by 52 to get that and then multiply it by 6.2 and 1.45 to get the different taxes, but I was wrong. Please help!! Haggerty Company pays its salaried employees monthly on the last day of each month. The annual salary payroll for 20-- follows. Compute the following for the payroll of December 31: If required, round your answers to the nearest cent and use the rounded answers in subsequent computations. Round your final answers to the nearest cent. If an amount is zero, enter "0". BA 177 Course Calendar CengageBrain - My Home CengageNOWv2| Online I Need Help, I Have Attempted X Q= v2.cengagenow.com/ilrn/takeAssignment/takeAssignmentMain.do?invoker=assignments&takeAssignmentSessionLocator=assignment-take Employee Annual Salary OASDI Taxable Wages OASDI Tax HI Taxable Wages HI Tax Stern, Myra $42,150 $ $ $ $ Lundy, Hal $39,500 Franks, Rob $46,000 Haggerty, Alan $161,280 Ward, Randy $40,800 Hoskin, AI $39,600 Wee, Pam $106,800 Prince, Harry $76,800 Maven, Mary $52,000 Harley, David $68,960 Totals $673,890.00 Employer's OASDI Tax $ Employer's HI Tax $ ro chockMvwMorkus ainir + 'm Cortana. Ask me anything 9 N x 9:00 AM 4/17/2016

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A. Consider the Two functions: int first(int x) { int i, j; i = 2 * x; if (i < 10) j = x/2; else j = x/3; return j - 1; } int x = 12; Expression cout << first(x) << endl; int x = 7, y = 3; cout << second(x, y) << endl; int x = 4, k = first(x); cout << x << " " << k << " " << second(x, k) << endl; int x = 3, y = 5; cout << second(y, x) << endl; B. Consider the following array, write the coorect output 1- int arr[5]; for (int i = 0; i < 5; i++) arr[i] = 6 * i + 4; for (int i = 0; i < 5; i++) cout << arr[i] << " "; arr[0] = arr[4]; arr[4] = arr[1]; arr[2] = arr[3] + arr[0]; for (int i = 0; i < 5; i++) cout << arr[i] << " "; int second(int a, int b) { int i, j; j = 0; for (i = b; i <= a; i++) j = j + i; return j; } output

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1. (a) [5 marks] What is a graph? What is a directed graph? What is a tree? (b) [5 marks] At a party with n = 5 people, some people know each other already while others don't. Each of the 5 guests is asked how many friends they have at this party. Two report that they have one friend each. Two other guests have two friends each, and the fifth guest has three friends at the party. Understanding friendship as a symmetric relation, is this network possible? Why, or why not? (c) [10 marks] (i) Describe Breadth First Search as an algorithm for undirected graphs. What is its input, what is its output, and what sequence of steps is taken to produce the output from the input? (ii) In the network on the side, apply Breadth First Search to determine a spanning tree with root G and the short- est distances from node G to each of the other nodes in the graph. (iii) Use the Breadth First Search from part (ii) to also determine, for each node x, its possible predecessors on a shortest path from G to x. Use this information to list all shortest paths from G to B. F B C I A D G K E H J

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1. Solve the differential equation analytically $\frac{\partial u}{\partial t} = 2 \frac{\partial^2 u}{\partial x^2}$ on the domain $0 \le x \le 3$, $t \ge 0$ with homogeneous Dirichlet boundary conditions $u(0, t) = u(3, t) = 0$ and initial conditions (a) $u(x, 0) = 3 \sin(2\pi x/3)$ (b) $u(x, 0) = 3 \sin(2\pi x/3) - 5 \sin(\pi x)$ For both (a) and (b) plot: solution of the equation at $t = 0$, solution of the equation at $t = 0.1$, solution of the equation at $t = 0.2$ (on the same plot, but different plots for (a) and (b)). Describe the temporal evolution of the solution. Explain why the temporal evolution looks conceptually different for parts (a) and (b).

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40. The hypotenuse of a right triangle is 15 cm. The sum of the other two sides is 21cm. Find the lengths of the two sides of the triangle

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A simply supported beam which has 20 mm height and 15 mm thickness are supported by pin at C and roller at B as shown in Figure Q2. Loading are applied at A, D and E, respectively. 300 N 240 N 360 N 15 mm C D E 20 mm A B 8 cm 6 cm 8 cm 10 cm Figure Q2: Simply supported beam ACDEB (a) Draw the free body diagram of beam ACDEB. [3 marks] (b) Determine the reactions at C and B. [4 marks] (c) Draw the shear force diagram (SFD) of the beam and given loading. [7 marks] (d) Draw the bending moment diagram (BMD) of the beam and given loading.

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1. Figure Q1 shows the variation of equivalence ratio, $\phi$ with load (where the load is expressed as percentage of maximum brake torque) for a conventional spark-ignition engine at a fixed engine speed. Also shown here is the variation of total fmep (summation of losses due to pumping, mechanical rubbing and accessory loads). 1.2 Total fmep Equivalence ratio 0.6 0.8 1.0 0 Load (%) Figure Q1 100 Using similar format, sketch a proportioned qualitative graph to present the $(imep)_{gross}$ and bmep variations with load. Indicate clearly the fmep on the sketch, as well as the locations of important points such as when the value is maximum or zero where appropriate. Provide a brief justification for the shape of the curves you sketch. [15 marks]

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derrick a.