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Course Name: Calculus with Analytical Geometry-1 Course Code: MATH 132 Do not use Artificial Intelligent Apps Instruction: 1. Solution must be hand-written 2. Step by step clear explanation 8. Given the equation cos(x) = x² = 0. Use Newton's method to estimate α, correct to four (4) decimal places. Hence, find the negative solution ẞ of the equation cos(x) = x² = 0, correct to four (4) decimal places.

Course Name: Calculus with Analytical Geometry-1 Course Code: MATH 132 Do not use Artificial Intelligent Apps Instruction: 1. Solution must be hand-written 2. Step by step clear explanation 8. Given the equation cos(x) = x² = 0. Use Newton's method to estimate α, correct to four (4) decimal places. Hence, find the negative solution ẞ of the equation cos(x) = x² = 0, correct to four (4) decimal places.

Intermediate Algebra
Intermediate Algebra
10th Edition
ISBN:9781285195728
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter11: Exponential And Logarithmic Functions
Section11.CR: Review Problem Set
Problem 62CR
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Course Name: Calculus with Analytical Geometry-1 Course Code: MATH 132 Do not use Artificial Intelligent Apps Instruction: 1. Solution must be hand-written 2. Step by step clear explanation 8. Given the equation cos(x) = x² = 0. Use Newton's method to estimate α, correct to four (4) decimal places. Hence, find the negative solution ẞ of the equation cos(x) = x² = 0, correct to four (4) decimal places.
Transcribed Image Text:Course Name: Calculus with Analytical Geometry-1 Course Code: MATH 132 Do not use Artificial Intelligent Apps Instruction: 1. Solution must be hand-written 2. Step by step clear explanation 8. Given the equation cos(x) = x² = 0. Use Newton's method to estimate α, correct to four (4) decimal places. Hence, find the negative solution ẞ of the equation cos(x) = x² = 0, correct to four (4) decimal places.
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