Find the solutions of the equation cos x - x⁴ = 0 to 4 decimal places using Newton's Method. A) 0.8241, -0.6421 B) 0.8906, -0.8906 C) 0.8241, -0.8241 D) 0.6421, -0.6421 E) 0.8954, -0.8954

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Newton's Method is used to find roots of equations. For the equation cos x - x^4 = 0, applying Newton's Method iteratively will converge to the roots 0.8906 and -0.8906.

Find the Solutions of the Equation Cos X - X4

Find the Solutions of the Equation Cos X - X⁴