In order to evaluate the integral \(\displaystyle\int_{{0}}^{{1}} e^xdx \) with Simpson’s 1/3rd rule, values of the function ex are used at x = 0.0, 0.5 and 1.0. The absolute value of the error of numerical integration is

In order to evaluate the integral \(\displaystyle\int_{{0}}^{{1}} e^xd

1.	In order to evaluate the integral \(\displaystyle\int_{{0}}^{{1}} e^xdx \) with Simpson’s 1/3rd rule, values of the function ex are used at x = 0.0, 0.5 and 1.0. The absolute value of the error of numerical integration is
A.	0.000171
B.	0.00044
C.	0.000579
D.	0.002718
Answer» D. 0.002718