Numerade

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10. value: 10.00 points Find current $I_o$ in the circuit of the given figure, where $A = 120$. (Round the final answer to two decimal places.) $-j50 \ \Omega$ $I_o$ $j20 \ \Omega$ $j40 \ \Omega$ $j60 \ \Omega$ $j10 \ \Omega$ $j30 \ \Omega$ $A \angle 0^\circ V$ $j80 \ \Omega$ $100 \ \Omega$ The current $I_o = \qquad \angle \qquad ^\circ A.$

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The joint shown below is connected together using a 5 mm diameter bolt. When the force P is applied, the bolt deforms. The bolt is made from a material having a shear stress-strain diagram that is approximated as shown. When a force P is applied, the bolt deforms by shear only. Note that stress-strain diagrams for shear stresses have the same features as those for normal stresses. τ (MPa) 520 P 350 0.005 0.05 γ (rad) (a) Draw a diagram of the system showing the deformed bolt. Label shear stresses and strain. (b) If a force P = 17.1 kN is applied, find the shear stress. Note that in this case you have two symmetric force couples in equilibrium. The sign (sense) of the strain is not important here. (c) Find the shear modulus. (d) Determine the permanent shear strain of the bolt when an applied force P = 17.1 kN is removed. Again, the sign (sense) of the strain is not important.

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Question 10 The technology matrix for a three-sector economy is \[ A=\left[\begin{array}{lll} 0.3 & 0.4 & 0.1 \\ 0.5 & 0.2 & 0.6 \\ 0.1 & 0.3 & 0.1 \end{array}\right] \leftarrow \text { Technology matrix } \] It is hoped to produce an output vector to satisfy final demands of \[ \left[\begin{array}{l} 20 \\ 10 \\ 30 \end{array}\right] \leftarrow \text { Final Demand Vector } \] How much must be produced in each sector to achieve this? A. $ X_{1}=170.93 $ $ X_{2}=200.84 $ $ X_{3}=118.54 $ B. $ X_{1}=169.93 $ $ X_{2}=101.99 $ $ X_{3}=118.54 $ C. $ X_{1}=180.93 $ $ X_{2}=201.99 $ $ X_{3}=218.54 $ D. $ X_{1}=160.93 $ $ X_{2}=201.99 $ $ X_{3}=118.54 $ E. $ X_{1}=201.99 $ $ X_{2}=201.99 $ $ X_{3}=219.36 $

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Gary was addicted to drugs at the age of 17. He often stole money from his parents to buy crack cocaine from a vendor. When his parents confronted him, Gary got angry and started arguing with them. The argument escalated and Gary attacked his parents with a weapon, resulting in his mother's death. He was sentenced to 15 years in prison--he would be imprisoned in a juvenile facility until he turned 18, after which he was to be transferred to a federal prison. Gary's sentence is an example of _____. A. selective incapacitation B. guided discretion C. segregated incarceration D. graduated incarceration

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Item10 Item 10 Determine whether each of the following accounting duties mainly involves financial accounting, managerial accounting, or tax accounting.

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Q6 The following data relate to Waseem Company, a new corporation, during a period when the firm produced and sold 100,000 units and 90,000 units, respectively: Direct materials used Direct labor Fixed manufacturing overhead Variable manufacturing overhead Fixed selling and administrative expenses Variable selling and administrative expenses Rs 400,000 200,000 250,000 120,000 300,000 45,000 The company met its original planned production target of 100,000 units. There were no variances during the period, and the firm's selling price is Rs 15 per unit. Required: a) What is the cost of Waseem's end-of-period finished-goods inventory under the variable- costing method? b) Calculate the company's variable-costing net income. c) Calculate the company's absorption-costing net income. END OF EXAM PAPER

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Question 16 The real wage A is the wage a worker receives before taxes are taken out. B is the actual dollar figure the worker is paid by his or her employer. C represents the true purchasing power of the worker's income after adjusting for the effect of price inflation. D is always higher than the nominal wage.

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The Na+/Glucose symport is present on the apical surface of absorptive epithelial cells in our intestinal lining. When glucose concentrations inside the lumen of our intestine are low, the symport will [Select] [Select] This transport is driven by [Select] export glucose out of the cells of our intestinal lining. be unable to transport glucose. import glucose into the cells of our intestinal lining.

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Find the derivative of the function. y=(7x^2-14x+14)e^{-4x} Find the rule that should be used first in finding the derivative of the given function and choose the first step in applying the rule. The \\ should be used first. \frac{dy}{dx} =

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Knowledge Activity: Inpatient Coding (Williams) Learning objectives 1. Apply current knowledge of electronic health records and location of information. 2. Locate structured and unstructured data in the patient chart for coding purposes. 3. Use outside resources in determining appropriate codes.

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sharon g.