I have a cellular signal calculation function, which calculates the signal given the distance from the antenna. Without the constants, the function is basically: $f(d)=1/(d^α)$ where α is a parameter.
I also have another function, which calculates the signal given the distance from another antenna. Without the constants, the function is basically: $g(d)=1/(d^β)$ where β is a parameter.
The final gain is basically $T(d)=min(1/(d^α),1/(k^\beta))$
I attach an example:
Now I'm lokking on floor(T). So each point has a value, and since I look at the floor of the function, I have areas with the same value.
As in this example:
Is there a way to calculate the area of a certain value? For example, what is the area of points with value equal to 5.