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Q1.B/ - Fill in the blanks with appropriate word:[12.5 marks]1- In a Simplex table, the pivot row is computed by .............every number in the profit row by the pivot number.2- The Zj row in a simplex table for maximization represents .................profit.3- In converting a less-than-or-equal constraint for use in a simplex table, we must add a .......................and anartificial variable.4- For a minimization problem using a Simplex table, we know we have reached the optimal solution when theCj - Zj row has ................................numbers in it.

please update the solution TT

a) Reflect on the assumptions and briefly explain their implications for your model. Do you agree with the assumptions? If not, briefly suggest improved assumptions. [6 marks] b) Derive a linear(ised) model (algebraic or differential equation) relating C'A2(t) to C'Ao(f). How do you define your system? What type of balance do you need to solve for this purpose? [12 marks] c) Derive a linear(ised) model (algebraic or differential equation) relating C'A4(t) to C'A2(f). Show your balance equation. [12 marks] d) Derive a linear(ised) model (algebraic or differential equation) relating C'A5(t) to C'A4(f). Show your balance equation. [12 marks] e) Combine the models in parts (a) to (c) into one equation relating C'A5 to C'Ao using Laplace transforms. [15 marks] f) Is the response (for example to step input) stable or unstable? Is the response periodic? Is the response damped? [6 marks] g) Carry out an inverse Laplace Transform for C'Ao(s) = A CAO/s (step function) to find C'A5(t) in the time…

Discuss about intellectual property types and their importance. What are the consequences of poor work quality or omissions with life critical engineering systems? Discuss about contemporary issues containing an engineering component as part of its resolution. These contemporary issues relate to the consequences of poor work quality or omissions with life critical engineering systems.           Explain why the issues are critical.

E = 62 VR = 31 OhmI = 87 A

HW Matlab 1) Create a variable fiemp to store a temperature in degrees Fahrenheit (F). Write m-file to convert this to degrees Celsius and store the result in a variable ctemp. The conversion factor is C = (F —32) * 5/9. 2) Write m-file to generate a matrix of random integers of size 100 by 100 their values between 15 to 80. 3) Free fall of objects is given by y =5mgt? where a is the acceleration, v is the velocity, y is the distance, m is the mass of the object, g is the gravitational acceleration. Plot the distance and velocity of the object for 15 seconds after its fall from rest (y = 0). Take m = 0.2 kg.

d) Simplify the block diagram shown in Figure Q1.2 and find out the system transfer function Y(s)R(s). R(s) G2 G₁ H₁ H₂ Figure Q1.2. Block diagram. H3 Y(s) G3