Use the fourth-degree Taylor polynomial centered at c = 2 for the function $f ( x ) = \ln x$ to approximate $f \left( \frac { 3 } { 2 } \right)$ . Round your answer to nearest ten thousandth.
A)0.5167
B)0.5269
C)0.5069
D)0.4057
E)0.4308

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The Answer of Use the fourth-degree Taylor polynomial centered at c = 2 for the function $f ( x ) = \ln x$ to approximate $f \left( \frac { 3 } { 2 } \right)$ . Round your answer to nearest ten thousandth.
A)0.5167
B)0.5269
C)0.5069
D)0.4057
E)0.4308

Use the Fourth-Degree Taylor Polynomial Centered at C = 2 f(x)=ln⁡xf ( x ) = \ln xf(x)=lnx

Use the Fourth-Degree Taylor Polynomial Centered at C = 2 $f ( x ) = \ln x$