Example: Comparing the Hypergeom, Mhyper, and Fhyper Symbolic Functions
The hypergeom Function
1. The following integral is defined in terms of the hypergeom function as follows:
2. Evaluate the result at the endpoints of the interval [1, 2].
3. Ensure that the above numerical result agrees with the value of the following equivalent definite integral.
The mhyper Function
1. Assign values to function mhyper parameters.
2. Evaluate the function at mhyper(a,b,x).
3. Verify that the hypergeom function returns the same results as mhyper for the special case in which:
The fhyper Function
1. Assign values to function fhyper parameters.
2. Evaluate the function at fhyper(a,b,c,x).
3. Verify that the hypergeom function returns the same results as fhyper for the special case in which:
