ABCD is a square with point E on BC. DEFG is a rectangle with point A on FG.
Let x=CE. Express area(ABCD)/area(DEFG) in terms of x.
Suppose you double all of the sides. Then, x will double. Also, Area(ABCD) and Area(DEFG) will both multiply by 4, so Area(ABCD)/Area(DEFG) will be the same. Therefore, Area(ABCD)/Area(DEFG) cannot involve x. It seems that the ratio is always 1.
Edited on July 6, 2019, 8:42 pm
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Posted by Math Man
on 2019-07-05 12:29:19 |