best approach as far as i can think
take a circle x2+y2=a2
and another circle as x2+y2=b2
find the point of intersection
then find the area of overlap and equate it with the area outside
if the problem still persist then do ask again[1]
find d distance betwn d two cenetrs such that d overlappin area betwn d two circles is same as d area wich is nt overlappin i mean outside
best approach as far as i can think
take a circle x2+y2=a2
and another circle as x2+y2=b2
find the point of intersection
then find the area of overlap and equate it with the area outside
if the problem still persist then do ask again[1]
[12][12][12][12][12]
but teko answer numerically chayiye na
waise good plot
a good question to think that way
but don't u agree with the post no2
no. carpet thorem is not applicable everywhere.
mostly to parallelograms.