Use Newton's method to obtain an approximation to the root of $\cos ^ { - 1 } x - 2 x = 0$ to within $0.00001$.
A) $0.62821$
B) $0.48918$
C) $0.56127$
D) $0.51493$

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The Answer of Use Newton's method to obtain an approximation to the root of $\cos ^ { - 1 } x - 2 x = 0$ to within $0.00001$.
A) $0.62821$
B) $0.48918$
C) $0.56127$
D) $0.51493$

Use Newton's Method to Obtain an Approximation to the Root cos⁡−1x−2x=0\cos ^ { - 1 } x - 2 x = 0cos−1x−2x=0

Use Newton's Method to Obtain an Approximation to the Root $\cos ^ { - 1 } x - 2 x = 0$