The equationx-10 cosx = 0 has two solutions, ±1.3793646. Use Newton's method to approximate the solutions to within 10-$ with the following values of po- Po = -100 d. a. b. Po = -50 Po = -25 f. c. Po = 25 %3D е. Po = 50 Po = 100

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section: Chapter Questions
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The equation x2 – 10 cos x = 0 has two solutions, ±1.3793646. Use Newton's method to approximate
the solutions to within 10-5 with the following values of po.
a.
Po = -100
b.
Po = -50
Po = -25
f.
c.
d.
Po = 25
е.
Po = 50
Po = 100
Transcribed Image Text:The equation x2 – 10 cos x = 0 has two solutions, ±1.3793646. Use Newton's method to approximate the solutions to within 10-5 with the following values of po. a. Po = -100 b. Po = -50 Po = -25 f. c. d. Po = 25 е. Po = 50 Po = 100
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