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In solving for the root of a single equation, the approximate value obtained after the third iteration is 0.34376 and the value obtained after the fourth iteration is 0.34225. If the stopping criterion is E, S 1%, which of the following of the following is the valid next step? a. Stop iteration and conclude that x. b. Continue iteration and let x, be the next input value. c. Stop iteration and continue with another root finding technique. d. Continue iterations up to x, only. OB OD

In solving for the root of a single equation, the approximate value obtained after the third iteration is 0.34376 and the value obtained after the fourth iteration is 0.34225. If the stopping criterion is E, S 1%, which of the following of the following is the valid next step? a. Stop iteration and conclude that x. b. Continue iteration and let x, be the next input value. c. Stop iteration and continue with another root finding technique. d. Continue iterations up to x, only. OB OD

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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In solving for the root of a single equation, the approximate value obtained after the third iteration is 0.34376 and the value obtained after the fourth iteration is 0.34225. If the stopping criterion is E<1%, which of the following of the following is the valid next step? a. Stop iteration and conclude that x. b. Contimue iteration and let x, be the next input value. c. Stop iteration and continue with another root finding technique. d. Continue iterations up to x, only. OD O A
Transcribed Image Text:In solving for the root of a single equation, the approximate value obtained after the third iteration is 0.34376 and the value obtained after the fourth iteration is 0.34225. If the stopping criterion is E<1%, which of the following of the following is the valid next step? a. Stop iteration and conclude that x. b. Contimue iteration and let x, be the next input value. c. Stop iteration and continue with another root finding technique. d. Continue iterations up to x, only. OD O A
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