2. The solution design team have determined that the key factors of the system are input factors A, B,and C.• Input factor A can be between 100 and 150 Ibs.Input factor B can be between 2 and 4 degrees.Input factor C can be between 12 and 20 psi.Input A Level Input B Level Input C Level ResponseExperiment #111Experiment #240Experiment #3+25Experiment #418Experiment #532Experiment #630Experiment #7++28Experiment #820Calculate the main effect and interaction effects of changing factors.++

The key factors of the system are input factors A, B, and C.Input factor A can be between lbs.Input…

Answered: 2. The solution design team have…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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Consider the following system A. x = Which of the following is the solution; 3t B. x' C. x' = = D. x' = E. None 3t 1e2t [4t+9t² 6t 1 H x': = e²t 2 3 4 0 2 6x; x(0) = 002 e2t [6]
Q.1 Using the method of elimination, find the general solution of dx = yt - the system - yt-2x dr
please answer this questions and include working out and explinations. many thanks for your time
3. Answer the following question about the interactive garment editing and modeling system. Consider a physical system that comprises two 1D variables a and y, and the stable configuration is represented by the following equation, where R represents the residual. R(x, y) = 2x2 - y = 0 Specify the estimated value of y for a = 2 when sensitivity analysis is applied at æ = 1.
3 1 2 4 The figure shows the four data points collected for the population density P(t) of a multicultural bacterial community grown in a bioreactor. The population density function should be of the form P(t) = a + 62' + c3'. Fill in the blanks in the equation below, set up to find the values of a, b, c that best represent this data. Do not solve the system to find a, b, c.
Question 2. Determine the stability properties of the following system using Lyapunov's Di- rect Method ï – (x² + ¿²)x³ +x° = 0.
Question 9. Find the values of k such that the system of linear equations has no solutions: x+y+2z=-3 x + 2y - 5z = 1 2x + 8y + kz: 19 HINT: Use Gaussian elimination.
Find the general solution of the following first order system:x1' 5x1 − 3x2x2'= 6x1 − x2
5. Find the general solution of the given system. X' = [; x. Х.
Question 1. Solve the following system of linear equations using gaussian elimination. 2x + 4y + 2z = 10 2х + y +z = 6 + y = 3 Question 2. A. Using the key matrix A = . Encode the message: sohar college (Note: Use 0 for space) B. If possible, find the inverse of the matrix A= l2 Question 3. Let the functions f, g and h be defined as follows: f:R-R, f(x)=x²+3 g: R-R, g(x)= 5x+5 h: R-R, h(x) = 3x-2 Find g• (f o h) gl Prove that g(x) is one-one correspondane. (a) (b) (c) Question 4. A. If the 4th term of a geometric progression is 24 and the 6th term is 96, then find the 8th term of this GP. B. For the following function from (a, b, c, d, e} to (1, 2,3, 4,5}, decide whether it is one-one correspondence or not. Explain your answer. R = {(a, 1), (d, 3), (b, 2), (c, 1), (e,3)} Question 5. A. Use Karnaugh map to reduce the Boolean expression: F-A'BC + AВС+ А'ВС" + АВС + АВС B. Draw the digital circuits for both the original and simplified expressions. 1 Question 6. A. Use laws of Boolean…

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