Question: Evaluate F(x)=int_0^2 (1-e^(-1))/(t)dt at x=(1)/(3) by using the first four non-zero terms of the Taylor series far F(x) . Round the answer to three decimal

Evaluate

F(x)=\\\\int_0^2 (1-e^(-1))/(t)dt

at

x=(1)/(3)

by using the first four non-zero terms of the Taylor series far

F(x)

. Round the answer to three decimal places:\ Provide your answer below.

 Evaluate F(x)=\\\\int_0^2 (1-e^(-1))/(t)dt at x=(1)/(3) by using the first four non-zero

Evaluate F(x)=0tt1etdt at x=11 by using the first four non-zero terms of the Taylor series far F(x). Round the answer to three decimal places: Provide your answer below. Evaluate F(x)=0tt1etdt at x=11 by using the first four non-zero terms of the Taylor series far F(x). Round the answer to three decimal places: Provide your answer below

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