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- By using Bisection Method Find the approximate roots of the following equation, so that If(x) < E (a, b, & are given), Consider HD approximation.

- By using Bisection Method Find the approximate roots of the following equation, so that If(x) < E (a, b, & are given), Consider HD approximation.

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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Pages HOMEWORK - CHAPTERII - By using Bisection Method Find the aPproximate roots of the following etuation, so that Ifenn)) <E (a, b, ɛ are given), Consider HD approximation. a) X- C6SX =0, E =163 a = 0, bel, と=。2 aso, C) xSinx-1= , b=1,5, asi 2 b=2, 2- Find The roots of the following eruation 1By using Regula-Falsi Method, (a,b, ¿ aregiven) and consider 4D approximation. a)25inx+ル-2=0 E = 162 b) 3 Sinx-x-- aco7 as+0,75 , b=-73, Es 3X105
Transcribed Image Text:Pages HOMEWORK - CHAPTERII - By using Bisection Method Find the aPproximate roots of the following etuation, so that Ifenn)) <E (a, b, ɛ are given), Consider HD approximation. a) X- C6SX =0, E =163 a = 0, bel, と=。2 aso, C) xSinx-1= , b=1,5, asi 2 b=2, 2- Find The roots of the following eruation 1By using Regula-Falsi Method, (a,b, ¿ aregiven) and consider 4D approximation. a)25inx+ル-2=0 E = 162 b) 3 Sinx-x-- aco7 as+0,75 , b=-73, Es 3X105
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