1:54Question 13.d of 16If the Q > K, then5GWUse the reaction quotient to predict thedirection of a reaction.SubmitA) the reaction will proceed to form morereactants.B) the reaction will proceed to form moreproductsC) the reaction is at equilibrium and will notchange.Tap here or pull up for additional resourcesD) the reaction has gone to completion andwill not proceed any further.

Introduction: The reaction quotient (Q) is a measure of the relative concentrations or partial…

Use the reaction quotient to predict the direction of a reaction. If the Q > K, then A) the reaction will proceed to form more reactants. B) the reaction will proceed to form more products the reaction is at equilibrium and will not change. D) the reaction has gone to completion and will not proceed any further. Tap here or pull up for additional resources

Use the reaction quotient to predict the direction of a reaction. If the Q > K, then A) the reaction will proceed to form more reactants. B) the reaction will proceed to form more products the reaction is at equilibrium and will not change. D) the reaction has gone to completion and will not proceed any further. Tap here or pull up for additional resources

Operations Research : Applications and Algorithms

4th Edition

ISBN:9780534380588

Author:Wayne L. Winston

Publisher:Wayne L. Winston

Chapter17: Markov Chains

Section17.7: Work-force Planning Models

Problem 4P

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5:13 Question 7 of 17 If the reaction quotient (Q) is equal to the equilibrium constant (K) for a reaction then A) the reaction will proceed toward products. B) the reaction will pr reactants. towards Submit C) the reaction is at equilibrium and the reaction will stop completely. D) the reaction is at equilibrium and the reaction will proceed at equal rates in the reverse and forward direction. E) The reaction equation is required to answer this question. Tap here or pull up for additional resources
* The means if a sample is compressed in one direction it tends to get thicker in the lateral direction Hooke's Law Ductility poission's ratio * Intensive property of a system is one whose value depends on the mass of the system, like volume does not depend on the mass of the system, like temperature, O is dependent on the path followed and not on the state remains constant O
9:43 Question 8 of 17 If the reaction quotient (Q) is larger than the equilibrium constant (K) for a reaction then which way will the reaction proceed? A) The reaction will proceed toward products B) The reaction will proceed towards reactants. Submit C) The reaction is at equilibrium and the reaction will stop completely. D) The reaction is at equilibrium and the reaction will proceed at equal rates in the reverse and forward direction. E) The reaction equation is required to answer this question. Tap here or pull up for additional resources
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Derivation of the Dc motor differential equations Under typical operating conditions, the torque generated by a DC motor is directly proportional to the cumrent passing through it T-kai where kis a proportionality constant determined by the characteristics of the specific motor. This relationship fails for large values of i. When the armature ratates, z generates a back electromotive force (back EMF) that opposes the applied valtage. In the circuit diagram, this is represented by a mator symbol. The voltage drop dua to the back EMF, denoted e, is proportional to the rotational velocity af the armature e-kp where k, is a constant of proportionality. Ta derive the relationship between the current i and the motor shaftt angular position 0. yau can apply KirchhofT's voltage law and Nowton's second law in terms of torques acting on the motor shaft. Kirchhoff's voltage law implies that the sum at the vatage drops across the circuit must equal tha applied voltage: iR + (1) where v is the…
2. RADIOACTIVE DECAY, REVISITED This is a modified version of chapter 1 problem 4 in your textbook. Consider the radioactive decay of nuclei A into nuclei B, which can then also decay. The numbers of each species as a function of time are given by N₁ (t) and NB (t), and the decay of each species is governed by¹: dNA dt == NA dNB NA NB = dt ΤΑ TB where T and T are the decay time constants for each type of nucleus.
USE MATLAB AND TYPE THE CODE
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Question #1: Simplify the expressions using Boolean algebra Y = (A + B)(A + C)(B + C) Prove the following identities using Boolean algebra: A(A B) B(A B)= A OB Question # 2: [1 You are asked to desgn a hinary multinlier diagram for the following informat
4:47 Question 4 of 13 What can be said about the concentrations of reactants relative to the concentrations of products at equilibrium? A) [Reactants] = [Products] B) [Reactants] > [Products] C) [Reactants] < [Products] D) [Products]/[Reactants] = Constant Submit Tap here or pull up for additional resources
A The reaction does not occur at an observable rate when water is not present because it proceeds through a mechanism with a high activation energy. B The reaction is less thermodynamically favored because the Gibbs free energy of the product is greater when water is not present. C The product is not formed in measurable quantities because the equilibrium constant for the reaction when water is not present is significantly less than one. D The rate of reaction is much slower because the oxygen molecules collide with the iron surface with less energy when water is not present.
The liquid-liquid extraction process carried out at the Electrochemical Materials Laboratory involves the extraction of nickel (Ni) from the liquid phase into an organic phase. Data from laboratory experiments are given in the table below. Ni phase cair, a (gr/l) 2 2,5 3 Ni phase organik, g (gr/l) 8,57 10 12 Assume that a is the amount of Ni in the liquid phase, and g is the amount of Ni in the organic phase. Quadratic interpolation is used to estimate the value of g, which is given by the following formula: g = x1a? + x2a + x3 a. Find three simultaneous equations based on the data given by the experimental results. b. Use the Gauss Elimination method to get the values of x1, x2 and x3 and then estimate the amount of Ni in the organic phase, if 2.3 g/l of Ni is available in the liquid phase. c. Use the LU Decomposition method to get the values of x1, x2 and x3. and then estimate the amount of Ni in the organic phase, if 2.3 g/l of Ni is available in the liquid phase.