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3 + 10r – y =5 Consider the nonlinear system of equations: Taking the initial guess(0) 1, y(0) =1 use one step of Newton's method to approximate 1.2x+y3 – 10y =0 the solution of the given system. Which of the following alternatives is true? p.s. The calculations are obtained by keeping at least 3 decimal places. Your answer: O a) =0.5234, y) = -0.196 O a1) =0.66667, y0) =1.33333 O z4) =0.66667, 1.666667 O a) =0.4542, y0) =0.0615 Clear answer Pause test Next

3 + 10r – y =5 Consider the nonlinear system of equations: Taking the initial guess(0) 1, y(0) =1 use one step of Newton's method to approximate 1.2x+y3 – 10y =0 the solution of the given system. Which of the following alternatives is true? p.s. The calculations are obtained by keeping at least 3 decimal places. Your answer: O a) =0.5234, y) = -0.196 O a1) =0.66667, y0) =1.33333 O z4) =0.66667, 1.666667 O a) =0.4542, y0) =0.0615 Clear answer Pause test Next

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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+10r-y 5 1.2r+y-10y =0 Consider the nonlinear system of equations: . Taking the initial guess,0)-1, y) -1 use one step of Newton's method to approximate %3D =D1 the solution of the given system. Which of the following alternatives is true? p.s. The calculations are obtained by keeping at least 3 decimal places. Your answer: O ) =0.5234, y)= -0.196 a) =0.66667, y0) =1.33333 (1) =0.66667, =1.666667 O a=0.4542, y= =0.0615 Clear answer Pause test Next
Transcribed Image Text:+10r-y 5 1.2r+y-10y =0 Consider the nonlinear system of equations: . Taking the initial guess,0)-1, y) -1 use one step of Newton's method to approximate %3D =D1 the solution of the given system. Which of the following alternatives is true? p.s. The calculations are obtained by keeping at least 3 decimal places. Your answer: O ) =0.5234, y)= -0.196 a) =0.66667, y0) =1.33333 (1) =0.66667, =1.666667 O a=0.4542, y= =0.0615 Clear answer Pause test Next
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