A(1,4), B(1.5, 5) and C(2,6) are three points on the curve defined by f(x), Numerical integration is carried out using both trapezoidal rule and Simpson's rule with in limits x=1 and x=2 for the curve, the difference between the two results will be __0

A(1,4), B(1.5, 5) and C(2,6) are three points on the curve defined by

1.	A(1,4), B(1.5, 5) and C(2,6) are three points on the curve defined by f(x), Numerical integration is carried out using both trapezoidal rule and Simpson's rule with in limits x=1 and x=2 for the curve, the difference between the two results will be __0
Answer» A(1,4), B(1.5, 5) and C(2,6) are three points on the curve defined by $f (x)$ , Numerical integration is carried out using both trapezoidal rule and Simpson's rule with in limits $x = 1$ and $x = 2$ for the curve, the difference between the two results will be __ 0