The function integral ((ln x)^2.3) dx can be defined for values of x equal to or greater than 1. This function can be treated as a definite integral and evaluated approximately using a method such as Simpson's Rule.
Using Simpson's Rule on a programmable calculator the integral was found to have a value of 2111 between the limits 100 and 1, using 50 increments.
The function integral ((ln x)^2.3) dx can be defined for values of x equal to or greater than 1. This function can be treated as a definite integral and evaluated approximately using a method such as Simpson's Rule.
Using Simpson's Rule on a programmable calculator the integral was found to have a value of 2111 between the limits 100 and 1, using 50 increments.
