SOLUTION: give me example of two polygons that satisfy both of the following conditions but that are not similar: 1.The angles of the first are equal(as a group) to the angles of the second

Question 951890: give me example of two polygons that satisfy both of the following conditions but that are not similar:
1.The angles of the first are equal(as a group) to the angles of the second.
2.The lengths of the sides of the first polygon are equal (as a group) to the lengths of the sides of the second.
Answer by KMST(5328) (Show Source): You can put this solution on YOUR website!
It is similar rectangles with similar triangles attached.
There are 3 pairs of congruent sides (3 different side lengths), and
3 pairs of congruent angles (3 different angles measures).
Flipping one of the triangles, did the trick.
I designed it on grid paper:

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