Find the smallest positive root by using Newton-Raphson Method ( f(x)=cos(3x)+x^3-2 \) with two iterations. Select one: O a. 1.37464 with absolute error e=0.005 O b. 1.45786 with absolute error e=0.083 O c. 1.45786 with absolute error e-0.0083 O d. 1.37463 with absolute error e-0.0005 O e. 1.3694 with absolute error e=0.000001

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter2: Systems Of Linear Equations
Section2.5: Iterative Methods For Solving Linear Systems
Problem 20EQ
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Find the smallest positive root by using Newton-Raphson Method
( f(x)=cos(3x)+x^3-2 )
with two iterations.
Select one:
O a.
1.37464 with absolute error e-D0.005
O b. 1.45786 with absolute error e3D0.083
O c. 1.45786 with absolute error e3D0.0083
O d. 1.37463 with absolute error e3D0.0005
Oe.
1.3694 with absolute error e-D0.000001
Transcribed Image Text:Find the smallest positive root by using Newton-Raphson Method ( f(x)=cos(3x)+x^3-2 ) with two iterations. Select one: O a. 1.37464 with absolute error e-D0.005 O b. 1.45786 with absolute error e3D0.083 O c. 1.45786 with absolute error e3D0.0083 O d. 1.37463 with absolute error e3D0.0005 Oe. 1.3694 with absolute error e-D0.000001
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