Write the Taylor's Series formula
upto third degree.
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f(x)=ln(x) , therefore f'(x)=1x , f''(x)=−1x2 , f'''(x)=2x3 . So the third degree Taylor polynomial is: ln(a)+1a(x−a)−12a2(x−a)2+13a3(x−a)3 .
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