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Estimate sqrt[3]{10} using newton method. Take x1 = 2 as initial guess.
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It specifies to work with fractions, eg: x2 (which is really x1 if you consider initial to be xo) = ? / 6, x3 = ? / 1521
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so \[f(x) = x^3 - 10\] f(2) = -2 \[f'(x) = 3x^2\] f'(2) = 12 \[x _{1} = 2 - (-2)/12\] \[x _{1} = 2 1/6\]
oops \[x _{1} = 13/6\]
How do you even know to start with x^3 - 10? What's the math / algebra behind it, I'm curious.
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I've run into a problem for my second x, I end up with: x2 = (13/6) - (37/216) x (36/507). How do I simplify that? No matter how I try I end up getting 13/6 - (18.5/1521). Doesn't really make sense.
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