Calculate for one real root of tan r = 4x with xo = 1.2 up to four decimal places %3D using the Newton-Raphson Method until absolute error < 0.00001. Determine one real root of 8 (sin x) e – 1 = (0 with 2g = 0.30 using Newton- Raphson Method until absolute error < 0.00001.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.4: Multiple-angle Formulas
Problem 70E
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Calculate for one real root of tan a = 4x with #o = 1.2 up to four decimal places
using the Newton-Raphson Method until absolute error < 0.00001.
Determine one real root of 8 (sin x) e¯* – 1 = 0 with 2g = 0.30 using Newton-
Raphson Method until absolute error < 0.00001.
Transcribed Image Text:Calculate for one real root of tan a = 4x with #o = 1.2 up to four decimal places using the Newton-Raphson Method until absolute error < 0.00001. Determine one real root of 8 (sin x) e¯* – 1 = 0 with 2g = 0.30 using Newton- Raphson Method until absolute error < 0.00001.
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