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kathleen estrada

kathleen e.

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The answer is C please tell me everyrhing i need to know to he able to solve this problem

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An irresistible urge to repeatedly carry out some act that seems strange and unreasonable is referred to as: Select one: a. compulsion b. obsession c. hypomanic episode d. agnosia Clear my choice

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ventilatory rate? 1 every 5 seconds 1 every 6 seconds 12 times per minute 10-15 times per minute re being performed. According to the 2020 AHA Guidelines, what is the preferred

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I'm sorry, I cannot fulfill that request.

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State the Local Max and Local Min. Justify your answer with reference to the graph of this function and the sign of IRC. Provide a sketch of your function.\\ y = (0.4 \cos(1.5x - 5.8)) + 420x^{-3}\\ Determine the x intercepts and y intercept. Justify your answer with calculations and show algebraic steps to determine the x intercepts and the y intercept.\\ y = (3\sin((6x))) \cdot \left(\frac{3x - 2}{x^2}\right)\\ State the Domain, Range and vertical or horizontal Asymptotes. Justify your answer with reference to your equation and graph. Provide a sketch of your function.\\ y = \frac{(-5x - 10)^4 - 800}{\cos\left(\frac{22}{32}x\right) + 100}

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Question 4 [20 marks] Consider Figure 4 taken from Physics Tutorial Sheet 1. The weight of the arm acting through A, $W_2 = 20$ N and the weight at B, $W_1 = 150$ N. As measured from the elbow joint at point O, the centre of gravity of the lower arm is located at a distance $a = 7.5$ cm and the centre of gravity of the weight held in the hand is located at a distance $b = 32$ cm. For simplicity, a moment M is exerted by the muscle at point O to lift the lower arm up instead of a muscle force discussed in lectures. We would like to study the shear forces and bending moments that the arm segment OAB will experience as the weight is held in the hand at different angles relative to the horizontal axis. Figure 4: An athlete performing flexion/extension exercises. O represents the joint centre, A represents the centre of mass of the arm, and B represents the position of the weight.

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3)Determine the solution to the inequality: [T: 3] $28 \leq 2(4x + 9) - 5(x + 7) \leq 40$

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A liquid-vapor mixture of water with a quality of 0.5 and a pressure of 10bar is expanded in an isobaric process until no liquid is left in the mixture. Then, the system undergoes an isometric process that reduces the pressure to 1bar. The system is taken to the initial state (P=10bar, X=0.5) through a process where pressure and volume follow a linear relationship (P=A\cdot v+B). You are asked to: (a) Sketch the cycle in a P-v diagram. (b) Determine the temperature of the three states in $^\circ$C. (c) Determine the specific volumes of the three states in m$^3$/kg. (d) Determine the specific net work of the cycle in kJ/kg. (e) Determine the efficiency of the cycle.

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In the circuit below, applying KCL at node 2 gives

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Calculate the maximum pressure (in kPa) at the exit of a 0.5 kW pump that receives a steady flow of 1.4 kg/s of an incompressible liquid at 100 kPa. The density of the liquid is 800 kg/m$^3$. ? 385.7 ? 345.7 ? 365.7 ? 325.7 ? 305.7

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