Use polar coordinates to determine the average value of the distance from any point in the interior of the disk x^2+y^2=4 to the boundary of the disk.
Can we take that point as Centre??
I'm not sure, this is the only information given.
Or, we have to find the general distance??
A distance valid for all the points..
yeah the distance function should be setup between any point interior to disk and the boundary
pick two points (x1,y1) and (x2,y2)
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it should be the perpendicular distance to the boundary
Is it the Shortest Distance or the Average Distance??
But that will be the shortest distance..??
Average I believe.
average distance can be calculated by integrating the distance function
yeah this is also an interesting problem
a more challenging problem is finding the average distance between any two points inside a circle of radius r
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