trivial function or not it is another example of a fn that int,diff is equal to itself.
However where f(x) = 0 has one extra proporty over e^x (and the point that I was making)
the integral of zero w.r.t. ANY variable is zero
the derivative of zero w.r.t. ANY variable is zero
the integral of e^x is only equal to e^x if it is done w.r.t. "x" if it is done against any other variable then it is just e^x multiplied by that variable and not e^x
the derivetive of e^x is only equal to e^x if it is done w.r.t "x" if it is done against any other variable then it is always zero.
My point was just that declaring an integration/differation without no dimention to do it against is meaningless.
anyway a trivial solution is still a solution, sayin there is only one solution is not the solution. As an engineer you can appreciate finding the simplest solution to a problem
I mean you did blast me down with what you call the "trivial" solution, let's just call this revenge
call it quits, both of us know what we are talking about, both of us were right, I was just more right