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user9660
user9660

Suppose I am plotting random circles like in the following example: m=125;

g10=Graphics[{Table[Circle[pt[i],r],{i,m}]},Axes->True,PlotRange->{{-5000,5000},{-5000,5000}}]

g10=Graphics[{Table[Circle[pt[i],r],{i,m}]},Axes- 
>True,PlotRange->{{-5000,5000},{-5000,5000}}]

Some of the circles may overlap. How can I calculate the whole overlapped area (Integrate it) and the ratio of this overlapped area to the integrated circles area (Here 125Pir2)?

Suppose I am plotting random circles like in the following example: m=125;

g10=Graphics[{Table[Circle[pt[i],r],{i,m}]},Axes->True,PlotRange->{{-5000,5000},{-5000,5000}}]

Some of the circles may overlap. How can I calculate the whole overlapped area (Integrate it) and the ratio of this overlapped area to the integrated circles area (Here 125Pir2)?

Suppose I am plotting random circles like in the following example: m=125;

g10=Graphics[{Table[Circle[pt[i],r],{i,m}]},Axes- 
>True,PlotRange->{{-5000,5000},{-5000,5000}}]

Some of the circles may overlap. How can I calculate the whole overlapped area (Integrate it) and the ratio of this overlapped area to the integrated circles area (Here 125Pir2)?

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Danny
Danny
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Calculating overlapped area between random circles

Suppose I am plotting random circles like in the following example: m=125;

g10=Graphics[{Table[Circle[pt[i],r],{i,m}]},Axes->True,PlotRange->{{-5000,5000},{-5000,5000}}]

Some of the circles may overlap. How can I calculate the whole overlapped area (Integrate it) and the ratio of this overlapped area to the integrated circles area (Here 125Pir2)?