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when X becomes less than minus 1 so some |
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when X becomes less than minus 1 so some |
problem happens and that's reflected in |
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problem happens and that's reflected in |
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problem happens and that's reflected in |
the radius of convergence |
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the radius of convergence |
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the radius of convergence |
cool so so you can integrate that is the |
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cool so so you can integrate that is the |
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cool so so you can integrate that is the |
correct power series expansion for the |
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correct power series expansion for the |
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correct power series expansion for the |
natural log of X and another victory of |
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natural log of X and another victory of |
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natural log of X and another victory of |
oil errs was to use this kind of power |
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oil errs was to use this kind of power |
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oil errs was to use this kind of power |
series expansion to calculate natural |
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series expansion to calculate natural |
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series expansion to calculate natural |
logarithms in a much more efficient way |
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logarithms in a much more efficient way |
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logarithms in a much more efficient way |
than people have done before |
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ok |
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let's one more property |
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let's one more property |
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let's one more property |
thank |
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thank |
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