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4- If the equation y= ae" can be written in linear form Y=A + BX, what are Y, X, A, B? a) Y = logy, A = loga, B=b and X=x b) Y = y, A = a, B=b and X=x c) Y = y, A = a, B=logb and X-logx d) Y = logy, A = a, B=logb and X-x

4- If the equation y= ae" can be written in linear form Y=A + BX, what are Y, X, A, B? a) Y = logy, A = loga, B=b and X=x b) Y = y, A = a, B=b and X=x c) Y = y, A = a, B=logb and X-logx d) Y = logy, A = a, B=logb and X-x

Linear Algebra: A Modern Introduction
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter2: Systems Of Linear Equations
Section2.4: Applications
Problem 17EQ
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Numerical analysis
1- At which point the iterations in the Newton Raphson method are stopped? a) When the consecutive iterative values of x are not equal b) When the consecutive iterative values of x differ by 2 decimal places c) When the consecutive iterative values of x differ by 3 decimal places d) When the consecutive iterative values of x are equal 2- The following system of equation has: x-y-z= 4 2x - 2y - 2z = 8 5x - 5y - 5z = 20 a) Unique Solution b) No solution c) Infinitely many Solutions d) Finite solutions 3- The second-order Runge-Kutta method uses as a predictor. a) backward order method b) forward Euler method c) midpoint rule d) multipoint method 4- If the equation y= ae can be written in linear form Y=A + BX, what are Y, X, A, B? a) Y = logy, A = loga, B=b and X=x b) Y = y, A = a, B=b and X=x c) Y= y, A = a, B=logb and X-logx d) Y = logy, A = a, B=logb and X-x
Transcribed Image Text:1- At which point the iterations in the Newton Raphson method are stopped? a) When the consecutive iterative values of x are not equal b) When the consecutive iterative values of x differ by 2 decimal places c) When the consecutive iterative values of x differ by 3 decimal places d) When the consecutive iterative values of x are equal 2- The following system of equation has: x-y-z= 4 2x - 2y - 2z = 8 5x - 5y - 5z = 20 a) Unique Solution b) No solution c) Infinitely many Solutions d) Finite solutions 3- The second-order Runge-Kutta method uses as a predictor. a) backward order method b) forward Euler method c) midpoint rule d) multipoint method 4- If the equation y= ae can be written in linear form Y=A + BX, what are Y, X, A, B? a) Y = logy, A = loga, B=b and X=x b) Y = y, A = a, B=b and X=x c) Y= y, A = a, B=logb and X-logx d) Y = logy, A = a, B=logb and X-x
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