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3. Starting with a guess of x = 5, what solution does Newton's method converge to? (Run the method until the x values don't change

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3. Starting with a guess of x = 5, what solution does Newton's method converge to? (Run the method until the x values don't change in the first five decimal places.) 4. There are five solutions to 9x sin x = -5 between x = 0 and x = 20 (it is at heart a sine wave, after all). By varying your initial guess, find them all to within five decimal places.Consider the equation 9x sin x = -5, or in the notation above 9x sin x +5 = 0. 1. For this situation, what is f(x)

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