The script below will also calculate the area, if you enter the u- and v- values

You don't have to fill out all the fields. The first 2 fields (a and p) is enough

f(x) = aX^p + bX^q + cX^r + dX^s + eX^t

f(x):

Enter a: Enter p:

Enter b: Enter q:

Enter c: Enter r:

Enter d: Enter s:

Enter e: Enter t:

Enter the end points of interval on which the integral is taken

Point u (low): Point v (high):

F(X) = * (X^ ) + * (X^ ) + *(X^ ) + *(X^ ) + *(X^ ) + k

The value of the area is:

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