Sorry but I do not know if this has a solution:
Given the area of ABKI, CDLJ, ACOM, BDPN and ABDC. Can we find area EFGH?
Thanks!
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Sorry but I do not know if this has a solution:
Given the area of ABKI, CDLJ, ACOM, BDPN and ABDC. Can we find area EFGH?
Thanks!
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Yes, we can. Moreover, areas of all rectangles can be determined. Although we have 6 degrees of freedom for the sides of the rectangles, there are only 5 degrees of freedom for their areas. You can expand the picture horizontally by X times and contract vertically by X times and all areas will remain the same.
Sorry, didn't get it. what's "5 degree freedom of area"? And how to expand and contract area? Please elaborate!
Thanks! :)
You're welcome! :)