Polygon complex skew differentiation equation maybe

[Guest]

https://mathproblems123.wordpress.com/2 ... -polygons/
I am trying to substitute in f(x,y)=(O+Xx+Yy-Q)² for function in that and get just a sum, complex though it will be, how do I do that with |P|=... part has dt(y...) one thing and all part of differentiation? Does it help that all but x and y may be constants and this is one of 3 like different constants for each of 3 but this is base case of 1 dimension of 3? Can you email maybejosiah@aol.com if you have a solution for this skew differentiation or a resource?

[Guest]

https://mathproblems123.wordpress.com/2022/09/13/integrating-polynomials-on-polygons/
Anyone know how to get his results?

[Guest]

Trying for using a 2d closed not self intersecting all straight line polygon with all real finite numbers and area known and all vertices known and this and last 2 messages before it are like one thing, can anyone help me? That f(x,y) is base case so if you solve that then solved entirely maybe or maybe not, maybe. Skew differentiation as I define it is having a complex differentiation equation at end of an integral like as was dt(y...) near |P|=... maybe or maybe not, maybe. Can you feel free to ask for additional information?

[Guest]

Sorry everyone, it was simple integration and I had to find equal terms, solved maybe or maybe not, maybe.